capital structure and dividend policy in a personal tax free environment
TRANSCRIPT
CAPITAL STRUCTURE AND DIVIDEND POLICY IN A PERSONAL TAX FREE ENVIRONMENT: THE CASE
OF OMAN
Khamis Al Yahyaee
SCHOOL OF BANKING AND FINANCE THE UNIVERSITY OF NEW SOUTH WALES
A dissertation submitted to the University of New South Wales in fulfillment of the requirements for the degree of Doctor of Philosophy.
2006
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CERTIFICATION
I hereby declare that this submission is my own work and to the best of my knowledge it
contains no materials previously published or written by another person, or substantial
proportions of material which have been accepted for the award of any other degree or
diploma at UNSW or any other educational institution, except where due
acknowledgment is made in the thesis. Any contribution made to the research by others,
with whom I have worked at UNSW or elsewhere, is explicitly acknowledged in the
thesis. I also declare that the intellectual content of this thesis is the product of my own
work, except to the extent that assistance from others in the project’s design and
conception or in style, presentation and linguistic expression is acknowledged.
Signed _________________________________________________________________
Date _________________________________________________________________
iii
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to make available my thesis or dissertation in whole or part in the University libraries in
all forms of media, now or here after known, subject to the provisions of the Copyright
Act 1968. I retain all proprietary rights, such as patent rights. I also retain the right to
use in future works (such as articles or books) all or part of this thesis or dissertation.
I also authorise University Microfilms to use the 350 word abstract of my thesis
in Dissertation Abstract International. I have either used no substantial portions of
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of the digital copy of my thesis or dissertation.
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AUTHENTICITY STATEMENT
I certify that the library deposit digital copy is a direct equivalent of the final officially
approved version of my thesis. No emendation of content has occurred and if there are
any minor variations in formatting, they are the result of the conversion to digital format.
Signed _________________________________________________________________
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ABSTRACT
This dissertation examines four specific aspects of capital structure and dividend policy.
The first issue concerns the determinants of capital structure dynamics. The primary
objective is to examine whether stock returns are important factors in firm’s capital
structure choice, and if so, whether this effect is persistent. In so doing, we use a data
set which (1) avoids the complexity of tax rates faced by previous studies, (2) we
introduce new variables that are unique to Oman, and (3) we distinguish empirically
between bank debt and non-bank debt. We find stock returns are a first order
determinant of capital structure. Firms do show some tendency to rebalance towards
their target capital structure. However, the impact of stock returns dominates the effects
of rebalancing. We also find new evidence that firms do take countermeasures to offset
changes in their leverage that stem from equity value variations, but do so at a low
speed.
The next topic studied concerns the ex-dividend day behaviour. We investigate
this issue using a unique data set where there are no taxes on dividends and capital gains
and stock prices are decimalized. In this economy, any price decline that is smaller than
the dividends can not be attributed to taxes and price discreteness. We find that the
stock price drops by less than the amount of dividends and there is a significant positive
ex-day return. We are able to account for our results using market microstructure
models.
The third issue investigated is the stock price reaction to dividend
announcements. Tax-based signaling models argue that dividends would not have
vi
information and be informative if it is not for the higher taxes on dividends relative to
capital gains that they apply to shareholders. The absence of personal taxes in Oman
presents a valuable opportunity to test this prediction. Our results show that the
announcements of dividend increases (decreases) are associated with a stock price
increase (decrease) which contradicts the tax-based signaling models.
The final chapter analyzes the determinants and stability of dividend policy of
financial and non-financial firms. Investigating this issue is important for at least two
reasons. First, Omani firms distribute almost 100% of their profits in dividends which
led the Capital Market Authority (CMA) to issue a circular (number 12/2003) arguing
that firms should retain some of their earnings for “rainy days”. This allows us
understand the characteristics of firms that pay dividends. Second, firms are highly
levered mainly through bank loans which render the role of dividends in reducing the
agency costs less important. Unlike most previous studies, we include both dividend
paying and non-dividend paying firms to avoid a selection bias. We find that there are
some common factors that determine dividend policy of both financial and non-financial
firms and there are some factors that affect only non-financial firms. We also find that
the factors that influence the probability to pay dividends are the same factors that drive
the amount of dividends paid for both financial and non-financial firms. We document
that non-financial firms adopt a policy of smoothing dividends while financial firms do
not have a stable dividend policy.
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ACKNOWLEDGMENTS
Above all, I would like to express my gratitude to Professor Terry Walter, my thesis
advisor, for exceptional guidance, detailed comments, critical inputs, and his time.
Without his support and assistance, this thesis would have never been completed. I
would also like to express my indebtedness to Associate Professor Toan Pham, my co-
supervisor, for his valuable feedback, warm encouragement, and support. I am also
thankful to Associate Professor Ah Boon Sim for valuable advice on econometric issues
and to Dr. Jason Zien for his assistance in some parts of this thesis.
I would also like to thank the participants at the 18th PhD Conference in
Economics and Business and in particular to Professor Tom Smith and Professor
Richard Heaney for their valuable suggestions and insights. I am also thankful to the
participants at the 17th Asian FA/FMA Conference and in particular to Associate
Professor Ronal Hoffmeister, Dr. Otto Reich, and Dr. Ravi Jain. I extend my
appreciation to Professor Ivo Welch for helping with some data and methodology issues.
I would also like to acknowledge useful comments from Professor John Graham,
Professor Palani-Rajan Kadapakkam, and Professor Keith Jakob. I am also grateful to
Dr. Hatem Al Shanfari and Dr. Fahim Al Marhubi for their support and assistance in
obtaining the data. I must thank the Muscat Securities Market, Capital Market
Authority, the Central Bank of Oman, and SIRCA for providing the data used in this
thesis.
The support of my family can not be acknowledged enough. I am dearly grateful
to my parents for their endless encouragement and continued support to finish this work.
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I am indebted for life to my wife for her love, sacrifice, and for sharing the burden of
graduate study. I am very fortunate to have such a wonderful and considerate wife.
Additionally, I thank my lovely daughter, Hadil, for her being with me.
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TABLE OF CONTENTS
CERTIFICATION ii
COPYRIGHT STATEMENT iii
AUTHENTICITY STATEMENT iv
ABSTRACT v
ACKNOWLEDGEMENTS vii
TABLE OF CONTENTS ix
LIST OF TABLES xv
CHAPTER 1: INTRODUCTION .............................................................................................1
CHAPTER 2: WHAT ARE THE DETERMINANTS OF CAPITAL STRUCTURE? EVIDENCE
FROM A COUNTRY WITH UNIQUE FINANCING ARRANGEMENTS .....................................8
2.1. INTRODUCTION ...........................................................................................................8
2.2. DATA AND METHODOLOGY......................................................................................15
2.2.1. Data ....................................................................................................................15
2.2.2. Measures of Leverage ........................................................................................16
2.2.3. Empirical Model ................................................................................................17
2.2.4. Descriptive Statistics..........................................................................................20
2.3. ESTIMATION RESULTS ..............................................................................................25
2.3.1. Regression Specification....................................................................................25
2.3.2. Changes in Capital Structure..............................................................................29
2.3.3. Does the Form of Debt Matter? .........................................................................30
2.3.4. Can Adjustment Costs Explain the Inertia Behaviour?......................................31
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2.3.5. Variance Decomposition....................................................................................33
2.4. OTHER DETERMINANTS OF CAPITAL STRUCTURE ..................................................35
2.4.1. Tax .....................................................................................................................35
2.4.2. Government Ownership .....................................................................................37
2.4.3. Soft Loans ..........................................................................................................37
2.4.4. Signaling ............................................................................................................38
2.4.5. Profitability ........................................................................................................39
2.4.6. Tangibility ..........................................................................................................40
2.4.7. Size.....................................................................................................................42
2.4.8. Non Debt Tax Shields (NDTS) ..........................................................................43
2.4.9. Growth ...............................................................................................................45
2.4.10. Volatility ..........................................................................................................46
2.4.11. Interest Coverage .............................................................................................47
2.4.12. Industry ............................................................................................................47
2.4.13. Liquidity...........................................................................................................48
2.4.14. Future Stock Return Reversals.........................................................................49
2.5. DETERMINANTS OF CHANGE IN LEVERAGE.............................................................49
2.6. ARE THE RESULTS SENSITIVE TO THE USE OF BANK DEBT? ..................................57
2.7. COMPARISONS WITH THE CURRENT LITERATURE ..................................................61
2.8. CONCLUSION.............................................................................................................67
CHAPTER 3: EX-DIVIDEND DAY BEHAVIOUR IN THE ABSENCE OF TAXES AND PRICE
DISCRETENESS .................................................................................................................70
3.1. INTRODUCTION .........................................................................................................70
3.2. THEORY, HYPOTHESIS, AND EMPIRICAL EVIDENCE ...............................................74
3.2.1. Tax Explanations................................................................................................74
3.2.1.1. Empirical Evidence .....................................................................................76
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3.2.2. The Interactions of Taxes, Transaction Costs and Risk.....................................83
3.2.2.1. Empirical Evidence .....................................................................................84
3.2.3. Market Microstructure Theories ........................................................................87
3.2.3.1. Empirical Evidence .....................................................................................88
3.3. OMAN STOCK MARKET: INSTITUTIONAL ASPECTS ................................................91
3.3.1. Trading Rules and Practices...............................................................................91
3.3.2. Dividends ...........................................................................................................92
3.3.3. Data ....................................................................................................................92
3.4. EMPIRICAL RESULTS ................................................................................................94
3.4.1. Price Behaviour on Ex-Dividend Day................................................................94
3.4.2. Abnormal Returns on Ex-Dividend Day............................................................95
3.4.3. Transaction Costs and Risk................................................................................98
3.4.4. Behaviour of Trading Volume around Ex-Days ..............................................101
3.4.5. Midpoint Pricing Using RASP Data ................................................................103
3.4.6. Volume Analysis Using RASP Data................................................................109
3.5. CONCLUSION...........................................................................................................110
CHAPTER 4: THE INFORMATION CONTENT OF CASH DIVIDEND ANNOUNCEMENTS IN A
UNIQUE ENVIRONMENT.................................................................................................112
4.1. INTRODUCTION .......................................................................................................112
4.2. THEORETICAL AND EMPIRICAL STUDIES...............................................................116
4.2.1. Theoretical Studies...........................................................................................116
4.2.2. Empirical Literature .........................................................................................120
4.3. DATA .......................................................................................................................131
4.4. METHODOLOGY......................................................................................................134
4.5. EMPIRICAL RESULTS ..............................................................................................136
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4.5.1. Dividend Increase ............................................................................................136
4.5.2. Dividend Decrease ...........................................................................................138
4.5.3. No Change........................................................................................................140
4.5.4. Cumulative Abnormal Returns ........................................................................142
4.5.5. Regression Results on Changes in Dividends and Earnings............................143
4.5.6. Market Efficiency.............................................................................................145
4.6. BID-ASK BOUNCE ...................................................................................................146
4.7. CONCLUSION...........................................................................................................148
CHAPTER 5: DIVIDEND POLICY IN THE ABSENCE OF TAXES .......................................150
5.1. INTRODUCTION .......................................................................................................150
5.2. THEORETICAL AND EMPIRICAL STUDIES...............................................................154
5.2.1. Dividend Irrelevance Hypothesis.....................................................................155
5.2.1.1. Empirical Evidence ...................................................................................155
5.2.2. Bird-In-The-Hand Hypothesis .........................................................................157
5.2.2.1. Empirical Evidence ...................................................................................158
5.2.3. Tax Effect Hypothesis......................................................................................159
5.2.3.1. Empirical Evidence ...................................................................................160
5.2.4. Agency Costs and Free Cash Flow Hypothesis ...............................................161
5.2.4.1. Empirical Evidence ...................................................................................163
5.3. FACTORS THAT INFLUENCE DIVIDEND POLICY.....................................................167
5.3.1. Profitability ......................................................................................................167
5.3.2. Firm Size ..........................................................................................................168
5.3.3. Leverage...........................................................................................................169
5.3.4. Agency Costs ...................................................................................................170
5.3.5. Business Risk ...................................................................................................171
5.3.6. Ownership Structure ........................................................................................172
5.3.7. Maturity Hypothesis.........................................................................................173
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5.3.8. Tangibility ........................................................................................................174
5.3.9. Growth Opportunities ......................................................................................175
5.4. DATA .......................................................................................................................177
5.4.1. Estimation Model .............................................................................................179
5.4.2. Payment of Dividends ......................................................................................180
5.4.3. Descriptive Statistics........................................................................................183
5.5. DETERMINANTS OF DIVIDEND POLICY ..................................................................186
5.5.1. Non-Financial Firms ........................................................................................187
5.5.2. Financial Firms ................................................................................................191
5.6. DETERMINANTS OF THE DECISION TO PAY DIVIDENDS ........................................192
5.6.1. Non-Financial Firms ........................................................................................193
5.6.2. Financial Firms ................................................................................................194
5.7. THE LINTNER MODEL ............................................................................................196
5.7.1. Empirical Results for the Lintner Model .........................................................199
5.7.1.1. Non-Financial Firms .................................................................................200
5.7.1.2. Financial Firms .........................................................................................202
5.8. CONCLUSION...........................................................................................................203
CHAPTER 6: CONCLUSION.............................................................................................205
APPENDICES...................................................................................................................208
APPENDIX A ...................................................................................................................208
APPENDIX B ...................................................................................................................259
APPENDIX C ...................................................................................................................291
APPENDIX D ...................................................................................................................294
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APPENDIX E ...................................................................................................................296
REFERENCES..................................................................................................................302
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LIST OF TABLES
TABLE 2.1. DESCRIPTIVE STATISTICS................................................................................21 TABLE 2.2. CORPORATE ACTIVITY, EQUITY GROWTH, AND CAPITAL STRUCTURE,
CLASSIFIED BY STOCK RETURNS (YEAR-ADJUSTED AND SALES ADJUSTED). ...........23 TABLE 2.3. FAMA-MACBETH REGRESSIONS PREDICTING ADRT+K WITH ADRT AND
IDRT,T+K. ................................................................................................................28 TABLE 2.4. ALTERNATIVE DEBT DEFINITIONS ..................................................................31 TABLE 2.5. CAN THE RESULTS BE EXPLAINED BY ADJUSTMENT COSTS? ..........................32 TABLE 2.6. EXPLANATORY POWER OF COMPONENTS OF DEBT RATIOS AND DEBT RATIO
DYNAMICS ................................................................................................................34 TABLE 2.7. F-M REGRESSIONS EXPLAINING DEBT RATIO CHANGES (ADRT+K, -ADRT)
ADDING VARIABLES USED IN PRIOR LITERATURE. ...................................................51 TABLE 2.8. F-M REGRESSIONS EXPLAINING BANK DEBT RATIO CHANGES (ADRT+K -
ADRT) ADDING VARIABLES USED IN PRIOR LITERATURE........................................59 TABLE 2.9. FLANNERY AND RANGAN MODEL EXPLAINING ACTUAL DEBT RATIO
(ADRI,T+1) ADDING VARIABLES USED IN PRIOR LITERATURE. ...............................65 TABLE 3.1. SAMPLE CHARACTERISTICS ............................................................................94 TABLE 3.2. PREMIUM SUMMARY STATISTICS....................................................................95 TABLE 3.3. EX-DAY ABNORMAL RETURNS SUMMARY STATISTICS ..................................97 TABLE 3.4. THE EFFECT OF DIVIDEND YIELD, TRANSACTION COSTS, AND RISK ON EX-
DAY ABNORMAL RETURNS .....................................................................................100 TABLE 3.5. DAILY ABNORMAL TRADING VOLUME .........................................................102 TABLE 3.6. PREMIUM AND EX-DAY ABNORMAL RETURN (AR) USING RASP CLOSING
TRANSACTION PRICES. ............................................................................................104 TABLE 3.7. PREMIUM AND EX-DAY ABNORMAL RETURN (AR) USING RASP CLOSING
QUOTE MIDPOINTS..................................................................................................105
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TABLE 3.8. PREMIUM AND EX-DAY ABNORMAL RETURN (AR) USING RASP OPENING QUOTE MIDPOINTS..................................................................................................106
TABLE 3.9. PREMIUM AND EX-DAY ABNORMAL RETURN (AR) USING RASP CLOSING BID
AND ASK QUOTES ...................................................................................................107 TABLE 3.10. PREMIUM AND EX-DAY ABNORMAL RETURN (AR) USING RASP OPENING
BID AND ASK QUOTES ............................................................................................108 TABLE 3.11. DAILY ABNORMAL TRADING VOLUME USING RASP DATA.......................109 TABLE 4.1. FREQUENCY OF FIRM-YEAR OBSERVATIONS ................................................132 TABLE 4.2. CASH DIVIDEND DISTRIBUTIONS ..................................................................133 TABLE 4.3. DESCRIPTIVE STATISTICS..............................................................................134 TABLE 4.4. THE STOCK MARKET REACTION TO DIVIDEND INCREASE IN THE MUSCAT
SECURITIES MARKET. .............................................................................................137 TABLE 4.5. THE STOCK MARKET REACTION TO DIVIDEND DECREASE IN THE MUSCAT
SECURITIES MARKET. .............................................................................................139 TABLE 4.6. THE STOCK MARKET REACTION TO NO CHANGE IN DIVIDENDS IN THE
MUSCAT SECURITIES MARKET................................................................................140 TABLE 4.7. CUMULATIVE ABNORMAL RETURNS FOR DIVIDEND INCREASE, DIVIDEND
DECREASE, AND NO CHANGE IN DIVIDENDS...........................................................143 TABLE 4.8. REGRESSION RESULTS OF ABNORMAL RETURNS ON DIVIDEND CHANGES AND
EARNINGS CHANGES RELATIVE TO STOCK PRICE. ..................................................144 TABLE 4.9. REGRESSION RESULTS OF ABNORMAL RETURNS ON DIVIDEND CHANGES AND
EARNINGS CHANGES. ..............................................................................................145 TABLE 4.10. MEAN ABNORMAL RETURN (AR) USING RASP QUOTE MIDPOINTS ..........147 TABLE 5.1. SUMMARY OF TESTABLE HYPOTHESIS AND PROXY VARIABLES ...................176 TABLE 5.2. DIVIDEND PAYOUT RATIO FOR ALL, FINANCIAL, AND NON-FINANCIAL FIRMS
OVER THE PERIOD 1989-2004. ................................................................................181 TABLE 5.3. DESCRIPTIVE STATISTICS FOR NON-FINANCIAL FIRMS.................................183 TABLE 5.4. DESCRIPTIVE STATISTICS FOR FINANCIAL FIRMS..........................................184
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TABLE 5.5. NUMBER AND FRACTION OF NON-FINANCIAL FIRMS PAYING DIVIDENDS ....185 TABLE 5.6. NUMBER AND FRACTION OF FINANCIAL FIRMS PAYING DIVIDENDS.............186 TABLE 5.7. TOBIT REGRESSION FOR THE DETERMINANTS OF DIVIDEND POLICY OF NON-
FINANCIAL FIRMS. ..................................................................................................188 TABLE 5.8. TOBIT REGRESSION FOR THE DETERMINANTS OF DIVIDEND POLICY OF
FINANCIAL FIRMS. ..................................................................................................192 TABLE 5.9. PROBIT REGRESSIONS TO EXPLAIN WHICH NON-FINANCIAL FIRMS PAY
DIVIDENDS..............................................................................................................194 TABLE 5.10. PROBIT REGRESSIONS TO EXPLAIN WHICH FINANCIAL FIRMS PAY DIVIDENDS
................................................................................................................................195 TABLE 5.11. LINTNER MODEL ESTIMATES FOR NON-FINANCIAL FIRMS .........................201 TABLE 5.12. LINTNER MODEL ESTIMATES FOR FINANCIAL FIRMS..................................203
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Chapter 1: Introduction
Capital structure and dividend policy remain among the most controversial issues in
corporate finance. This controversy is related to the complexity of the tax codes, price
discreteness, and disperse ownership in western countries where most studies are
undertaken. In this thesis, we use a unique data set from Oman where the above factors
are either absent or limited.
First, there are no taxes on dividends and capital gains in Oman. The country’s
main tax is corporate income tax where Omani companies are taxed at a flat rate of 12%.
This makes Oman taxing system one of the simplest in the world. Second, Omani firms
distribute almost 100% of their profits in dividends. In addition, dividends are
distributed annually. These factors have important implications on the ex-dividend day
behaviour.
Third, Omani firms are highly levered through bank loans. In addition, the
majority of Omani firms are owned by a small number of investors who have controlling
interests. This concentrated ownership can reach up to 80% in some firms for a single
group of investors. These two factors should have a positive impact on the agency
problem between shareholders and management. They also suggest a diminished role
for dividends as a signaling mechanism in Oman.
Fourth, transparency in Oman is low and corporate disclosure requirements are
loose (Islam (2002)). There is a scarcity of professional financial analysts and there are
no management forecasts are provided. Investors have few other sources of information
on Omani companies which makes cash dividend announcements an important piece of
2
information that can assist investors in pricing Omani shares. It is important to examine
whether this is indeed true.
Fifth, as part of its efforts to attract investment and activate the private sector,
Oman offers several financial incentives and support for investors. The country is
subsidizing certain companies by giving them soft loans that are interest free. These
loans are given for acquiring fixed assets for new projects, buying machinery and
equipment required for expansion of existing projects, and infusion of finance into a
“sick” industry. The eligibility of the company to get this subsidy increases its
willingness to borrow. We test whether this is indeed the case.
We use this unique data set to examine four distinct and specific aspects of
capital structure and dividend policy. In doing so, we present four independent chapters
which concern capital structure and dividend policy. The first topic examined in this
dissertation relates to capital structure while the other three topics investigate issues
related to dividend policy.
The first issue investigated in this thesis in Chapter 2, concerns the determinants
of capital structure dynamics. Previous studies examining this issue use data from
western countries which are characterized by the complexity of the tax code which
makes it hard to evaluate the importance of taxes on firm’s capital structure (Myers
(1984) and Graham (2000)). The simplicity of the Oman tax system may help us to
provide clearer results on the impact of taxes on capital structure. Moreover, while there
is a wide agreement that stock returns are an important determinant of capital structure,
there is an intensive debate on whether this effect is persistent. These findings are
mainly derived using data from the US. We provide independent evidence from Oman.
3
We also investigate whether firms try to counteract the mechanistic effect of stock
returns, and if so, how quickly managers offset the impact of stock return surprises.
This is an important issue since the current literature provides mixed results with some
studies finding evidence supporting and others failing to do so. In addition, the vast
majority of theoretical models on the choice of debt structure assume that bank debt and
non-bank debt are equivalent, and as a result most empirical studies either exclude bank
debt or combine it with non-bank debt (Hooks and Opler (1993)). In this study, a
distinction is made between bank debt and non-bank debt in an effort to enhance our
understanding about the characteristics of firms that use them. This distinction is
important since bank debt may exhibit different characteristics to those of non-bank
debt.
We find stock returns are a first order determinant of capital structure. Firms do
show some tendency to rebalance towards their target capital structure. However, the
impact of stock returns dominates the effects of rebalancing. We also find new evidence
that firms do take countermeasures to offset changes in their leverage that stem from
equity value variations, but do so at a low speed. Adding previously popular
determinates of capital structure has only modest economic impact on capital structure
dynamics. When used with bank debt, stock returns continue to dominate other
determinants of capital structure. The results are robust to several alternative estimation
techniques.
The second issue examined in Chapter 3 relates to the ex-dividend day
behaviour. Previous research documents that stock prices drop by significantly less than
the dividend on the ex-day. Several interpretations are advanced in the literature to
4
explain the ex-dividend day behaviour including taxes, price discreteness, and
transaction costs. In this chapter, we use a unique data set from Oman where the above
factors are either absent or limited. These data offer significant advantages over data
used by previous studies. First, the absence of taxation of dividends and capital gains in
Oman provides an ideal opportunity to examine the ex-dividend behaviour without any
ambiguity regarding effective marginal tax rates on dividends and capital gains. Second,
the fact that stock prices are decimalized in Oman implies that the confounding effects
of stock price discreteness on ex-day behaviour are much smaller compared to other
market where prices are not decimalized (until recently the minimum tick size was one-
eighth of a dollar in the US). In addition, dividends are usually paid once a year in
Oman, whereas in many other countries (e.g., US, UK, Australia) dividends are paid
quarterly or semi-annually. These factors increase the size of the dividends relative to
the minimum tick size for the stock compared to other countries, and this reduces the
importance of the tick size as a driver of the ex-day behaviour. Third, transaction costs
become more important when dividends are relatively small, and act like a barrier
against short-term trading. However, since dividends are usually distributed annually
rather than quarterly, this would suggest that transaction cost models may not be
important in Oman. Fourth, in addition to the daily stock prices, the data set contains
intra-daily data which allow us to directly test the Frank and Jagannathan (1998) market
microstructure model. Because of these data advantages, we can examine the ex-
dividend day behaviour in a less noisy and a more powerful manner than previous
studies.
5
Like previous studies, we find that the stock price drops by less than the amount
of dividends and there is a significant positive ex-day return. By examining abnormal
volumes around the ex-dividend day, we find no evidence of short-term trading. We are
however able to account for our results using market microstructure models.
The third topic analyzed in Chapter 4 is the stock price reaction to dividend
announcements. Tax-based signaling models argue that dividends would not have
information and be informative if it is not for the higher taxes on dividends relative to
capital gains that they apply to shareholders (Amihud and Murgia (1997)). The absence
of personal taxes presents us a golden opportunity to examine this prediction. If we find
that the stock price reacts to cash dividend announcements, then this would suggest that
the higher taxation on dividends relative to capital gains is not a necessary condition for
them to have information and be informative. It would also suggest that there are other
factors, beyond higher taxation, that make dividends informative. Moreover, Omani
companies rely heavily on bank financing. If bank monitoring is effective, then
dividend payments may not be necessary to reduce managers’ tendency to overinvest
free cash flow. This should reduce the announcement effects of dividend on stock
prices. In addition, the concentration of ownership structure in Oman should reduce the
agency cost between managers and shareholders. If the concentration of ownership
leads to less information asymmetry between managers and shareholders, dividend
announcements should have a smaller pricing effects compared to countries where
companies are owned by a diverse group of investors. Both of these arguments, together
with the absence of taxes on dividends and capital gains, suggest that dividends do not
act as a signal of information or as a disciplinary mechanism, or at least suggest a
6
diminished role for dividends in Oman. On the other hand, the low corporate
transparency in Oman suggests a positive effect of dividends. It is an empirical issue as
to how the Omani market balances the negative pricing effect of non-taxability of
dividends, bank leverage, and ownership concentration and the positive pricing effect of
low transparency on dividends.
Our results show that the announcements of dividend increases (decreases) are
associated with a stock price increase (decrease). Firms that do not change their
dividends experience insignificant negative returns. These results contradict the tax-
based signaling models which argue that higher taxes on dividends relative to capital
gains are a necessary condition for dividends to have information and be informative.
The final topic examined in Chapter 5 is the determinants and stability of
dividend policy for financial and non-financial firms. Investigating this issue is
important because Omani firms have high dividend payout ratios which led the CMA to
issue a circular (number 12/2003) arguing that firms should retain some of their earnings
for “rainy days”. This allows us understand the characteristics of firms that pay
dividends. In addition, dividend policy remains a puzzle. A major part of the puzzle
stems from the fact that firms continue to pay dividends despite the tax disadvantage.
While this is true in the U.S. and other western countries, Oman poses a unique case.
The absence of taxes means that a major source of the puzzle is eliminated. Moreover,
the determinants of dividend policy are controversial and there is no unanimity among
researchers on the factors that affect dividend policy. This controversy motivates this
research to provide new evidence on the factors that affect dividend policy. Unlike most
previous studies, we include both dividend paying and non-dividend paying firms. This
7
is important since the exclusion of the non-dividend paying firms from the analysis may
create a selection bias (Kim and Maddala (1992) and Deshmukh (2003)).
We find that there are some common factors that determine dividend policy of
both financial and non-financial firms and there are some factors that affect only non-
financial firms. In particular, the common factors are profitability, size, and business
risk. Government ownership, leverage, and age have a significant impact on the
dividend policy of non-financial firms but no effect on financial firms. Our results also
show that agency costs are not a critical driver of dividend policy of Omani firms which
is not surprising given that Omani firms have high debt ratios. We also find that the
factors that influence the probability to pay dividends are the same factors that drive the
amount of dividends paid for both financial and non-financial firms. We document that
non-financial firms adopt a policy of smoothing dividends while financial firms do not
have a stable dividend policy.
In Appendix A we provide a general overview of the Oman economy and its
financial sector. In particular, we discuss the performance and the unique characteristics
of Oman and describe the major features of the Muscat Securities Market (MSM).1 The
Appendix also provides a brief description of the financial sector with an emphasis on
those aspects of the MSM and debt market that are of particular interest and relevance to
the current study on capital structure and dividend policy.
1 The MSM is the only securities market in Oman where shares are traded.
8
Chapter 2: What are the Determinants of Capital Structure? Evidence
from a Country with Unique Financing Arrangements
2.1. Introduction
Capital structure decisions are enigmatic.2 Economists have neither a persuasive
theory nor a clear understanding of what factors affect capital structure decisions. This
led Myers (1984) to call it the “capital structure puzzle”. In the same paper, Myers
(1984, p. 575) asked “How do firms choose their capital structures?...the answer is, “We
don’t know”…we know very little about capital structure. We do not know how firms
choose the debt, equity or hybrid securities they issue…In general, we have inadequate
understanding of corporate financing behavior, and of how that behavior affects security
returns”.
In an influential paper, Welch (2004) provides some answers to Myers questions.
For instance, Welch (2004) provides evidence that firms are basically inert and their
capital structure changes are mainly driven by their stock returns. Moreover, he
documents that US firms do not issue debt or equity to counter the effect of stock returns
on their capital structure. Welch also shows that after controlling for stock return
effects, many previously used proxies play a minor role in explaining capital structure
dynamics. But how general is the inertia theory? Are the Welch results general or
unique to a US-style institutional setting?
2 See Appendix B for a detailed review of the capital structure literature.
9
There are some institutional factors that differentiate the US from Oman. For
example, Welch argues that long-term debt issuing activity is the most capital structure
relevant for the US, however, as we will demonstrate later, Oman depends mostly on
short-term financing where banks play a pivotal role in financing firms listed on the
Muscat Securities Market. The question of whether the institutional setting affects the
results can be tested empirically by conducting similar studies in emerging countries. So
it is yet to be seen whether the Welch findings hold in environments that are different
from the US. In fact, Rajan and Zingales (1995, p. 1421) stress that “without testing the
robustness of this finding outside the environment in which they were uncovered, it is
hard to determine whether these empirical regularities are merely spurious correlations,
let alone whether they support one theory or another.”
Oman is of interest for many reasons. First, as we will show later, Oman has
unique financing arrangements that are characterized by high leverage and high reliance
on bank debt. The fact that Omani firms depends on banks to finance their activities
adds further importance to the study. The literature has often described banks as being
particularly good at investigating informationally-opaque firms and deciding which are
viable borrowers. Banks have an advantage at collecting information but are potentially
more expensive sources of capital than the public debt markets. The costs of monitoring
and imperfect financial contracting should raise the costs of debt for firms borrowing
from banks, and hence lower their debt ratios (Faulkender and Petersen (2006)). The
fact that Omani firms are highly levered seems surprising given the high costs of
obtaining debt in Oman.
10
Second, due to the simplicity of the tax system, Oman is an important case to test
financial theories. In Oman there are neither personal taxes nor taxes on dividends and
capital gains. This is different from western countries, where most studies are
undertaken, which are characterized by the complexity of the tax code, making it hard to
evaluate the importance of debt. Indeed, the dynamic nature of the treatment of tax
shields in the American tax system makes it difficult to evaluate the quantitative
importance of debt. In fact, Myers (1984, p. 588) concludes after reviewing the
available empirical work that there was “no study clearly demonstrating that a firm’s tax
status has a predictable, material effect on its debt policy. I think the wait for such a
study will be protracted.” One of the reasons for this conclusion by Myers is the
complexity of the tax system in most western countries which makes such study a
difficult task. Actually, Graham (2000, p. 1901) notes that “Researchers face several
problems when they investigate how tax incentives affect corporate financial policy and
firm value. Chief among these problems is the difficulty of calculating corporate tax
rates due to data problems and the complexity of the tax code. Other challenges include
quantifying the effects of interest taxation at the personal level”. Thus, this may
contribute to the capital structure puzzle. Indeed, one of the problems that led to Myers’
capital structure puzzle is related to properly quantifying corporate tax rates and
incentives. While complexity is true for the US, it is clearly not true for some other
countries including Oman where firms are taxed at flat rate of 12%. Thus, Oman offers
a unique environment that enables us to avoid the complexity of tax rates. As a result, it
may help get clearer result on the impact of taxes on firm financing decisions. This is
one of the objectives of this study. A finding of a positive association between leverage
11
and taxes would help in resolving the capital structure puzzle. In fact, Graham,
Lemmon, and Schallheim (1998, p. 153) state “finding a positive relation between debt
levels and taxes helps resolve “the capital structure puzzle”.
Apart from the contribution to the sparse literature on capital structure in
emerging markets, this study extends the capital structure literature along a number of
dimensions. Firstly, we provide evidence about the broad patterns of financing activity
in Oman. This provides the empirical context for the more formal tests on the factors
that affect capital structure dynamics. Secondly, while there is a wide agreement that
stock returns are an important determinant of capital structure, there is an intensive
debate on whether this effect is persistent. These findings are mainly derived using data
from the US. We provide independent evidence from Oman. Thirdly, in comparison to
previous work on this topic, we examine a boarder set of explanatory variables and
introduce some factors that are unique to Oman. Much of the analysis is devoted to
determining which variables are economically important in predicting leverage, with a
central focus on stock returns. In particular, this study is designed to explain the
variation in debt ratios across all publicly traded Omani firms and, hence, to identify
empirically the determinants of capital structure dynamics. The primary objective of the
study is to examine whether stock returns are important factors in firms capital structure
choices. The relationship between debt ratios and stock returns will be investigated with
various determinants commonly found in previous studies, such as firm size, type of
asset, growth opportunities, profitability, uniqueness, etc. Moreover, since the theories
have different empirical implications in regard to different types of debt instruments, the
study uses separate measures of short-term, long-term and an aggregate measure of
12
leverage to check the robustness of our model. Fourthly, the simplicity of the tax code
in Oman provides us with a unique opportunity to avoid the complexities faced by
previous studies. These may enable us to get clearer results on the impact of taxes on
capital structure.
Fifthly, we investigate whether firms try to counteract the mechanistic effect of
stock returns, and if so, how quickly managers offset the impact of stock return
surprises. This is an important issue since the current literature provides mixed results
with some studies finding evidence supporting and others failing to do so. Sixthly, the
vast majority of theoretical models on the choice of debt structure assume that bank debt
and non-bank debt are equivalent, and as a result most empirical studies either exclude
bank debt or combine it with non-bank debt (Hooks and Opler (1993)). In this study, a
distinction is made between bank debt and non-bank debt in an effort to enhance our
understanding about the characteristics of firms that use them. This distinction is
important since it is possible that bank debt may exhibit different characteristics than
non-bank debt.
Finally, the results of the study can be effectively used by both the management
of firms and the government. It should also narrow the gap between empirical research
in developed and developing countries and hence identify whether the determinants are
critically different for these two classes of markets. In addition, this study will not only
improve the understanding of the Omani capital structure, but it also tests for the
robustness of the evidence brought forward by studies on other countries.
Our results show that Omani firms have high leverage ratios and the main source
of debt is short-term bank financing. The limited bond market leaves room for banks to
13
play an important role in financing Omani firms. Banks mainly provide short-term loans
which explain the high reliance of Omani firms on this form of financing.
We find robust evidence that stock price changes have a strong and primary
effect on observed market-based debt ratios. Firm’s capital structure seems to move
practically in line with that mechanistically induced by their stock returns. We also find
that firms show some tendency to nudge back to their old debt ratios. However, the
impact of stock returns dominates the effects of readjustment.
Adding previously popular determinates of capital structure has only modest
economic impact on capital structure dynamics. In essence, when we include other
featured variables into our model, stock returns subsume other factors. Nevertheless,
there are non-stock return variables that have both statistical and economic significance.
For example, taxes show some incremental explanatory power over five years.
However, tax’s impact is far less than that of stock returns. When used with bank debt,
stock returns continue to subsume other determinants of capital structure.
Nonetheless, it is important to note that there are some differences between the
findings of this study and Welch. First, the impact of stock returns is much less than that
reported by Welch for the US. Similarly, firm’s tendencies to rebalance towards their
target capital structure are much higher for Oman compared to the US. Second, in
contrast to Welch, short-term debt issuing activity is the most capital structure relevant
corporate activity, explaining 19.9% of the variation in leverage changes. Third, we find
new evidence that firms show some tendency to counteract the effect of stock return
surprises. However, the speed of adjustment to offset the mechanistic effects of stock
14
returns is slow. This view differs from Welch who claims that firms do nothing to
counteract the impact of stock returns for the US.
A recent study by Leary and Roberts (2005a) argues that the persistent effects of
shocks on leverage documented in previous studies are due to adjustment costs. We
examine these results and we find evidence that adjustment costs are unlikely to be the
main reason behind our results. In a similar vein, Flannery and Rangan (2006) claim
that the Fama and MacBeth (F-M) regression used in Welch fail to recognize the panel
aspect of the data. They argue that partial adjustment with fixed effects is a more
appropriate estimator. We employ Flannery and Rangan partial adjustment model and
we estimate it using F-M, fixed effects, and the System (extended) General Method of
Moments (GMM). We find that our results are robust to these methods. In general, our
results that stock returns are a primary determinant of capital structure is consistent with
the recent work by Cai and Zhang (2005), Chen and Zhao (2005a), and Kayhan and
Titman (2006). The slow adjustment we find is in line with the evidence reported by
Jalilvand and Harris (1984), Fama and French (2002), Baker and Wurgler (2002),
Kayhan and Titman (2006), Huang and Ritter (2005), and Titman and Tsyplakov (2005).
The remainder of the chapter proceeds as follows. Section 2.2 describes the data
and presents the measures that we construct to estimate the impact of stock returns on
capital structure dynamics. Section 2.3 develops the regression specification, and
examines whether the form of debt matters and presents the estimation results. Section
2.4 briefly discusses other potential determinants of capital structure used in the study.
Section 2.5 presents the results for the determinants of change in leverage followed by
an investigation of the extent to which these effects hold with bank debt in Section 2.6.
15
In Section 2.7 we provide comparison with the current literature. Section 2.8 concludes
the chapter.
2.2. Data and Methodology
2.2.1. Data
The data for this study are taken from “Share-Holding Guide of MSM Listed
Companies” published by the MSM. The MSM collects annual financial statements and
stock price data of all firms listed on MSM and it has a website to provide information
and financial data related to the performance of MSM and all listed companies. Every
year it publishes a book called “Share-Holding Guide of MSM Listed Companies”
which comprises accounting information from financial statements as well as stock
return data and data on ownership structure. We complement the data from the MSM
Guide with MSM index which we obtain from the MSM.
As the data were available in hard copy only, the first task was to input the data
into a computer database. The data set comprise all publicly traded firms listed at the
MSM. In the sample, firms come from all four sectors that comprise the MSM namely,
financial and banking sector, service sector, industry sector, and insurance sector. These
sectors contain firms from hotels, poultry, leasing, fisheries, oil, agriculture, energy,
power, aviation, banks, investment firms, and manufacturing firms. The data are time
series cross-sectional variables which are collected over the entire life of the MSM from
1989 to 2003.
To check for the accuracy of the data, we compare the figures from the MSM
Guide with the data from the firm’s financial statements available on the internet, where
16
possible. Any observations with missing data for the book value of debt, and/or market
value of equity are deleted because these variables are required to calculate our
dependent and independent variables. Because our regression specification includes
lagged variables, we also exclude any firm with fewer than two consecutive years of
data. The number of firms included in the study changes from one year to another, with
a range from 60 to 142. These resulted in a data set of an unbalanced panel containing
1,263 firm-year observations.
2.2.2. Measures of Leverage
The definition of leverage is important since an ill-defined measure of debt may
not only lead to spurious relationships, but more importantly the researcher will be
unable to capture the full response of the firms (Plesko (2001)). Several definitions of
leverage have been used in the literature where most studies consider some form of a
debt ratio. The difference between these studies is whether book value measures or
market value measures are employed. Most of the current academic literature focuses
on market debt ratios (e.g., Hovakimian, Opler, and Titman (2001), Frank and Goyal
(2004), Welch (2004), Leary and Roberts (2005a), Hovakimian (2006), and Flannery
and Rangan (2006)), whereas the older academic literature tends to focus on book value
(e.g., Rajan and Zingales (1995), and Booth, Aivazian, Demirguc-Kunt, and
Maksimovic (2001)). However, most of the finance literature supports the concept that
market value is a more accurate measure because it presents the present value of the
firm’s equity as a going concern, as reflected in the stock market of the publicly traded
firms, that is, it reflects the present value of the firm’s expected future cash flows. In
17
fact, Welch and Hoberg (2002) provide evidence that book value of equity is a
problematic measure of value.3 They suggest that it is a plug number used to balance the
left-hand side and the right-hand side of the balance sheet and it has little economic
significance. Moreover, it has low correlation with the market value of equity. As a
result, they argue that market value of equity is much a better measure of value.
Consequently, this study employs market value of equity to calculate debt ratios.
2.2.3. Empirical Model
The primary objective of the chapter is to examine the determinants of capital
structure decisions with a focus on stock returns. The main research question of this
study is whether variation in market leverage ratio is caused primarily by stock returns
or deliberate managerial choices to adjust to their past target debt ratios. The basic
empirical model is a time series cross sectional regression of firm’s debt ratios against
the lagged market leverage ratio and the stock return induced changes in market value of
equity. This estimating equation extends the model used by Welch (2004) to Oman. As
with previous studies, the dependent variable in our regressions is market leverage ratio
or as Welch calls it the Actual Debt Ratio (ADRt). We define accounting measures in
accordance with Welch (2004). Specifically, ADR is defined as the ratio of book value
of debt (D) to the sum of book value of debt and the market value of equity (E),
tt
tt ED
DADR
+= (2.1)
3 For more detail, see Welch and Hoberg (2002).
18
Where Dt is the sum of both current liabilities and long-term liabilities at time t and Et is
the market value of equity (computed as the number of outstanding shares multiplied by
the market price) at time t. As in Welch (2004), our explanatory variables are the lagged
ADR and the IDRt,t+k. IDRt,t+k is the implied debt ratio that results if the firm does
nothing, i.e., neither issues nor retires debt or equity. It is constructed to measure the
extent to which market leverage ratios are expected to change in response to stock
returns. Specifically, IDR measure the degree to which the market leverage ratio
changes mechanically because of stock return induced changes in the market value of
equity. By design, IDR moves mechanistically with stock returns, and not with
managerial capital structure decisions. Consistent with Welch (2004) notation, the IDR
is:
tkttt
tktt DxE
DIDR
++=
++ )1.( ,
, (2.2)
Where Dt and Et is as defined above, xt,t+k is the stock return experienced by the firm’s
equity from t to t+k net of dividend, t∈ is a random error, and k is the horizon measured
in years.
Hence, the basic regression equation is:
tktttkt IDRADRADR ∈+⋅+⋅+= ++ ,210 ααα (2.3)
As a robustness checks, we also perform the analysis on short-tem debt, long-
term debt, and bank debt. As in Welch (2004), the hypothesis of this study is the
following:
Perfect readjustment hypothesis: 0,1 21 == αα (2.4)
Perfect non-readjustment hypothesis: 1,0 21 == αα
19
Under the hypothesis of optimizing behaviour, the readjustment hypothesis
should reflect a target that managers wish to achieve and hence wish to readjust to. On
the other hand, the inertia (non-readjustment) hypothesis implies that any change in
leverage between t and t+k is due to changes in stock return over the period, as opposed
to adjustment to the past debt ratio. We estimate equation 2.3 twice, with and without an
intercept. When we include the intercept 0α , it is used to capture a constant target debt
ratio. If firms follow an optimizing behaviour in which higher firm value induce higher
debt ratios, then the coefficient on ADR should be 100%. On the other hand, if debt
ratios are driven mechanistically by stock returns, then the coefficient on IDR should be
100%.
Since our focus is on the dynamics of firms capital structure choice, we express
the capital structure adjustment in equation (2.3) as follows. Leverage changes with new
debt issues, debt retirements, coupon payments, and debt value changes. As a result,
corporate debt can be expressed as
ktttkt TDNIDD ++ ++ , (2.5)
Where TDNI stands for total debt net issuing activity. As in Welch (2004), we define
TDNI as the difference in total debt value between t+k and t. Similarly, corporate equity
changes with stock returns (net of dividends), and new equity issues net of equity
repurchases. Consequently, corporate equity can be expressed as:
kttktttkt ENIxEE +++ ++= ,, )1.( (2.6)
Where ENI reflects firm’s net equity issuing and stock repurchasing activity. ENI is
then defined as the difference in total equity value between t+k and t without return and
dividend effects. Under this definition, actual debt ratios can be expressed as:
20
kttktttkttt
kttt
ktkt
ktktt ENIxETDNID
TDNIDED
DADR
+++
+
++
++ ++++
+=
+=
,,,
,, )1.(
(2.7)
More detailed data definitions are in Appendix C.
2.2.4. Descriptive Statistics
Table 2.1 presents summary statistics of basic variables after performing
modifications to address outlier values. Specifically, we trim the upper and lower two
percentile of each variable’s distribution in the normalized series. Using these criteria,
we identify 1,212 firm-years observations for the one-year regression and 612 for the 5-
year regressions, covering corporate financing behaviour from 1989 to 2003. All
variables are measured in percentages, unless otherwise indicated.
On average, Omani companies have a total accounting assets of RO 40 million,
with around 47% of the assets being short-term. These assets are employed to earn RO
8.1 million in revenue. The mean market value of sample firms is about 1.33 times
accounting assets. However, the median market value is much smaller than the
accounting assets. Similarly, the median market value is considerably smaller than the
mean market value. The actual debt ratio is around 48%, financed mostly through bank
loans.4 The mean short-term actual debt ratio is higher than long-term actual debt ratio
during the period under investigation. The standard deviation for short-term actual debt
ratio exhibits a similar pattern.
The summary statistics of Table 2.1 show the importance of the dynamic
components of debt ratios. During the period of study, the average sample firm achieves
4 This is much higher than the 29.8% reported by Welch (2004) for the US.
21
Table 2.1. Descriptive Statistics The sample consists of all publicly listed firms at the MSM from 1989 to 2003. Firm years with missing data on book value of debt or market value of equity are excluded. There are 1,212 firm-year observations in the one-year panel and 612 firm-year observations in the five-year panel. Firms are normalized by firm value (book value of debt plus market value of equity) and then wisorized at the 2nd and 98th percentiles. Variables are expressed in percentages unless otherwise indicated.
Abbreviation Description Mean1-Year Median
Std. Dev. Mean
5-Year Median
Std. Dev.
ADRt Actual Debt Ratio 48.1 49.0 26.3 IDRt,t+k Implied Debt Ratio 47.0 48.0 26.8 42.2 39.7 24.8 ADRCL Actual Debt Ratio; Current Liabilities Only 29.5 24.6 21.7 ADRLTL Actual Debt Ratio: Long-term Liabilities Only 18.6 13.4 18.9 ADR BL Actual Debt Ratio: Bank Loan Only 36.5 20.9 43.0 CA Amount of Current Assets in (million RO) 19.20 2.32 144.10 LTA Amount of Long-term Assets in (million RO) 21.33 2.49 97.05 Et +Dt Market values in (million RO) 53.91 8.32 387.63 Rev Rrevenue in (million RO) 8.11 2.41 20.33 Normalized by Market Value and Wisorized TDNIt,t+k Net Debt Issuing 6.6 3.0 16.0 5.3 12.3 60.8 ENIt,t+k Net Equity Issuing w/o Dividends 6.3 0.0 15.2 -10.6 4.5 88.5 TDNIt,t+k +ENIt,t+k Debt and Equity Issuing 14.2 4.6 32.4 -9.7 27.5 140.8Divt,t+k = (rt,t+k – xt,t+k ).Et Dividends 0.9 0.0 1.7 2.2 0.8 4.0 ENIt,t+k –Divt,t+k Activist Equity Expansion 5.0 0.0 15.8 -13.0 3.3 90.4 TDNIt,t+k +ENIt,t+k –Divt,t+k Activist Total Expansion 12.7 3.5 33.1 -12.2 24.8 143.1rt,t+k . Et Total Return in Omani Rial 1.5 0.0 13.5 2.0 1.6 13.9 Xt,t+k..Et Induced Equity Growth 0.1 0.01 12.7 4.4 2.8 14.2
22
a total return of around 1.5% of which they pay out 0.9% in dividends. This is
significantly lower than the 8.8% return reported in Welch (2004) for US firms. A
difference also exists for the stock price induced capitalization change which is about
0.1% in Oman compared to 7.0% in the US. However, a different pattern exists for
issuing activity in Oman where Omani firms seem to issue more debt and equity than
firms in the US. On average, Omani firms issue approximately 6.6% (3.7% for the US)
in debt and 6.3% (2.4 for the US) in equity. This suggests that Omani firms are not
averse to issuing activity, which is contrary to the common perception that issuing
activity is scarce. In fact, firm issuing activity is quite frequent. As a result, issuing
activity may be large enough to counteract a good part of stock return influence on
capital structure choice.5
To examine whether stock returns can explain debt ratio dynamics, we follow
Welch’s classification approach. We first sort all firms by calendar year. Then we sort
them by sales decile (to control for size). Then we allocate firms into 10 bins on the
basis of their net stock return performance where we keep a roughly equal number of
firms in each decile. The header rows in Table 2.2 report the median net stock returns
for each decile. The first three rows report actual capital structure relevance of debt
ratio dynamics. The “ending ADR” rows suggest that there is a large spread of resulting
debt ratios across firms having recently experienced different rates of return. Over a one
year horizon, the worst stock performers end up with an actual debt ratio of 60.4%
whereas firms with the best stock performance end up with an actual debt ratio of 43%.
Over five years, firms that have underperformed the MSM by 19% end up with an 5 We show later that firms do try to offset the mechanistic effect of stock return surprises but do so at a low speed.
23
Table 2.2. Corporate Activity, Equity Growth, and Capital Structure, Classified by Stock Returns (Year-Adjusted and Sales Adjusted). All variables are medians and are expressed in percentages. Firms are sorted first by year, then by sales decile, and then allocated to deciles based on their stock return rank (within each group of 10 firms). In each panel, the 4th rows through the 9th rows are normalized by firm size. Other rows are not normalized. In panel A, there are between 100 and 120 observations per decile; in panel B, between 50 and 65.
Panel A: Sort by Calendar Year, Sales, One Year Net Stock Returns. Sort Criterion, Net Return (t, t+1) -63 -30 -16 -6 -1 0 7 21 45 198 Ending ADRt+1 60.4 50.2 48.1 49.7 49.7 55.4 45.0 50.4 42.1 43.0 Starting ADRt 48.5 43.5 42.9 48.2 49.0 53.2 42.9 50.6 44.8 57.1 Return Induced IDRt,t+1 67.2 50.2 46.0 49.5 48.8 52.4 41.7 47.3 38.4 38.6 Net Debt Issuing, TDNI t,t+1 -80.3 -0.4 2.1 0.0 -5.2 3.6 -1.2 0.5 6.2 3.4 Net Equity Issuing, ENI t,t+1 3.6 2.2 -1.9 -3.2 0.2 -0.2 23.3 -0.7 0.3 -17.6 Dividends, DIV t,t+1 1.0 1.4 3.9 1.3 1.1 1.8 3.6 2.8 4.1 2.3 Activist Equity Expansion (ENI-DIV) 2.6 0.9 -5.8 -4.5 -0.9 -2.0 -26.9 -3.5 -3.8 -19.9 Activist Expansion (TDNI+ENI-DIV) -77.7 0.5 -3.7 -4.5 -6.1 1.7 -28.1 -3.0 2.4 -16.5 Induced Equity Growth, X t,t+1 -80.1 -20.1 -9.8 -3.6 -0.3 0.1 4.9 8.7 17.7 44.9
Panel B: Sort by Calendar Year, Sales, 5-Year Net Stock Returns. Sort Criterion, Net Return (t, t+5) -19 -9 -3 0 5 10 15 23 36 75 Ending ADRt+5 58.7 53.4 46.9 51.3 48.6 45.6 45.7 46.7 50.9 46.1 Starting ADRt 35.6 32.5 36.2 43.9 41.3 46.7 42.9 45.8 57.6 58.4 Return Induced IDRt,t+5 39.9 34.1 36.8 43.8 40.4 44.9 40.2 42.3 52.0 48.2 Net Debt Issuing, TDNI t,t+5 -23.0 5.3 9.7 7.7 6.0 -1.2 11.6 -17.0 -42.4 -2.9 Net Equity Issuing, ENI t,t+5 -98.6 -70.7 -43.8 -18.4 -5.7 9.5 0.4 -71.2 -145.8 52.4 Dividends, DIV t,t+5 5.0 2.5 2.4 3.7 2.3 2.7 2.3 1.7 10.9 3.8 Activist Equity Expansion (ENI-DIV) -103.6 -73.2 -46.2 -22.1 -8.0 6.8 -1.9 -72.9 -156.7 48.6 Activist Expansion (TDNI+ENI-DIV) -126.6 -67.8 -36.5 -14.5 -2.0 5.6 9.8 -89.9 -199.1 45.8 Induced Equity Growth, X t,t+5 -32.6 -9.9 -3.4 0.4 2.7 4.5 6.6 14.9 24.5 39.6
24
actual debt ratio of 58.7%, while firms that have outperformed the MSM by 75% end up
with an actual debt ratio of 46.1%.
The “starting ADR” rows demonstrate that over one year the worst stock
performers have lower starting debt ratios than the best stock performers. A similar
pattern is exhibited over the 5-year horizon. This may suggests that there is a correlation
between debt ratios and stock performance.
The “implied IDR” rows show the impact of stock returns on starting debt ratios.
Over one year, firms that have underperformed the MSM end up with higher implied
debt ratio relative to firms that have outperformed the stock market. However, the
opposite pattern appears in the 5-year horizon. This means that over one year firms with
poor stock performance have high implied debt ratio which is then reversed in the 5-year
horizon. Data rows four to eight present corporate activity, while the ninth row reports
equity growth, all divided by firm size. The results indicate that the majority of firms
are quite active with respect to their capital structures, suggesting that financing activity
is quite frequent. Over one year, firms respond to poor stock performance with more
equity issuing activity and to good performance with more debt issuing activity.6 This is
the opposite of what Welch reports for the US. However, the relationship is not clear
over the five year horizon in terms of debt issuing. Over five years, firms seem to issue
less equity regardless of stock return performance. The seventh row shows a negative
relationship between stock performance and “activist equity expansion” over an annual
horizon. This relationship disappears over the five year horizon where equity expansion
contracts regardless of stock returns. 6 This may hint that firms in our sample do try to counteract the mechanical influence of stock returns. However, the relationship is not strong.
25
The eighth row investigates whether firms intentionally expand or contract in
response to stock return performance. Over both annual and five year horizons, firms
appear to contract regardless of stock return performance. However, this contraction is
larger for firms with good stock performance compared to firms with poor performance
over five year period. As an exception, the very best decile stock price performers do
engage in some active expansion, approximately, 45.8% of their firm value. This
suggests that firms do take countermeasures to offset the impact of stock return
surprises. The last row in Table 2.2 shows a positive association between induced
equity growth and stock performance over both annual and five year horizon. For
instance, firms with good stock performance have more stock return induced equity
growth compared to firms with poor stock performance.
In summary, most of the firms are quite active in their issuing activity. This
implies that firms make quite frequent approaches to the market to raise the necessary
financing. The above results show that firm’s stock returns produce some corporate
issuing activity. Stated differently, managers may use issuing activity to counteract the
mechanistic effect of stock returns. Stock return induced equity growth moves in
tandem with stock return performance.
2.3. Estimation Results
2.3.1. Regression Specification
Table 2.3 presents the empirical results computed using the basic regression
equation (2.3). To avoid overstating significance levels by pooling the data over time,
26
we employ Fama and MacBeth (F-M) (1973) regression.7 Under this methodology, we
first run cross sectional regressions each year of the sample to generate yearly
coefficient estimates. We then report the mean coefficient estimates across time and use
the time series standard deviation of the slopes in the year-by-year cross sectional
regressions to construct standard errors for the average slopes. The main advantage of
this approach is that it circumvents the problems caused by heteroscedasticity and
correlation of residuals across firms (Lipson and Mortal (2006)). Fama and French
(2002, p. 3) describe F-M as “a simple way to obtain robust standard errors that capture
whatever contributes to the precision of the average slopes”. Another advantage of this
approach is that it enables us to have a large number of data points. This increases the
precision of the slopes and reduces their year-by-year volatility (Fama and French
(1998)). However, as Fama and French (1998) note, this approach suffers from the
problem that the sample autocorrelation of the slopes is imprecise.8 They account for
the autocorrelation of the regression slopes by requiring a t-statistic of around 3 to infer
reliability.9 In this study, we follow closely their approach. We are also concerned that
the regressions may be suffering from extreme observations. We account for that by
winsorizing the observations at the 2nd and 98th percentile for some of the explanatory
variables as in Welch (2004) shown in Appendix C. It is worth mentioning that our first 7 There are many recent papers that use Fama and MacBeth regressions in investigating capital structure including Baker and Wurgler (2002), Welch (2004), Sibilkov (2005), Acharya, John, and Sundaram (2005), Cai and Zhang (2005), Jenter (2005), Rossi (2005), Chang, Hilary, Shih, and Tam (2006), Lipson and Mortal (2006), Kisgen (2006), and Faulkender and Petersen (2006). 8Flannery and Rangan (2006) argue that F-M does not address the potential correlation between the lagged dependent variable and the residuals which can bias the estimated coefficients. To address this concern, we estimate equation (2.3) using fixed effects, random effects, and the system GMM. We find similar results to the one reported in Table 2.3. For more information on this, see Appendix D. 9 We check for multicollinearity using the Variance Inflation Factor (VIF). We find that the VIFs are less than the standard cutoff value of ten, indicating that multicollinearity does no appear to be a significant problem (Belsley, Kuh, and Welsch (1980) and Neter, Wasserman, and Kunter (1985)). See Appendix D for details.
27
concern is the economic significance, not the statistical significance. Because most of
the power comes from the cross-section, we do not need to worry about unit roots.
Panel A of Table 2.3 reports the results without a constant, to not allow for a
constant target debt ratio. For the one year horizon, all panels show that the IDRt,t+k
lines up better with the predicted ADRt+k than does the lagged ADRt. This suggests that
a large fraction of the time variation in the level of leverage stems from movements in
the stock returns. Over one year, an average firm allows its debt ratio to drift by around
62% with stock returns. The average firm show some tendency to nudge back towards
its past debt ratio. Still, the influence of stock returns through IDR dominates the effects
of readjustments. Over all horizons, the coefficient on ADR is about half of the IDR
coefficient suggesting that the impact of stock returns is twice as much as the effects of
readjustments. Now turning to the diagnostic of the regression estimates, the adjusted
R2 is strong in all cases. However, it generally exhibits an inverse relation with the
model horizon. The adjusted R2 is 93% for the 1-year regression, while it is 88%,
85.5%, 82% and 84% for the two years, three years, four years, and five years,
respectively.
Nevertheless, if we compare our results with those of Welch we see that the
impact of stock returns in Oman is much less than that for the US. In a similar vein,
Omani firms are more inclined to return to their old debt ratios compared with firms in
the US.
28
Table 2.3. Fama-MacBeth Regressions Predicting ADRt+k with ADRt and IDRt,t+k. The sample are all publicly listed firms at the MSM between 1989-2003. The table presents the results of annual cross-sectional regressions explaining firms’ debt ratios (debt dividend by debt plus market value of equity) with the implied debt ratio IDR (where the lagged market value of equity is grossed up by the raw stock return over the period k) and the firms own lagged debt ratio ADRt. The cross-sectional regression equation is: .][ ,210 ktktttkt IDRADRADR +++ ∈+⋅+⋅+= ααα A coefficient of 100% on ADRt indicates perfect readjustment. On the other hand, a coefficient of 100% on IDRt,t+k indicates perfect lack of readjustment. Fama and MacBeth report means (across years) of the regression intercepts and slopes. The adjusted R2’s are time-series averages of cross-sectional estimates. N is the number of firm year observations and T is the number of cross-sectional regressions.10 Panel A: Without Intercept Horizon k con. ADRt IDRt,t+k s.e.c s.e.ADR s.e.IDR Adjusted R2 (%) N T
1 Year F-M 26.3 62.4 3.91 3.90 93.0 1212 142 Year F-M 37.9 61.5 5.66 5.67 88.0 1049 133 Year F-M 34.7 62.4 6.74 6.69 85.5 896 124 Year F-M 40.9 50.7 7.73 7.70 82.0 750 115 Year F-M 28.5 69.3 4.98 4.86 84.0 612 10Panel B: With Intercept Horizon k ADRt IDRt,t+k s.e.ADR s.e.IDR Adjusted R2 (%) N T
1 Year F-M 9.2 15.0 68.3 0.84 3.86 3.76 71.7 1212 142 Year F-M 15.3 18.8 53.6 1.18 5.44 5.26 53.3 1049 133 Year F-M 18.9 19.1 46.4 1.40 6.30 6.13 44.7 896 124 Year F-M 24.0 16.4 41.2 1.61 7.02 6.78 35.3 750 115 Year F-M 21.1 13.4 48.3 1.77 4.70 4.66 37.5 612 10
Panel B of Table 2.3 presents the results of equation (2.3) including an intercept.
This panel demonstrates similar results to the results obtained in Panel A. The
coefficients on ADR suggest that firms have some tendency to revert to their old debt
ratios. However, the coefficients on IDR exert more influence on firms debt ratios than
ADR. Additionally, the intercepts are all relatively similar in magnitude and exhibit a
positive association with the model horizon. This implies that all firms show a marginal
increase in debt ratios over the sample period. It is worth mentioning that the ability of
10 Note that there is fairly small number of observations in the cross-sectional regressions.
29
the model to explain variations in market leverage ratio declines as the horizon
increases. The only exception occurs in year 5 where it is higher than the prior year.
In summary, all panels show that the IDRt,t+k lines up better with the predicted
ADRt+k than does the lagged ADRt. This suggests that a large fraction of the time
variation in the level of leverage stems from movements in the stock returns, as opposed
to active financial management. Stated differently, all panels demonstrate that firm debt
ratios appear to be driven more by stock returns than by a conscious return to their past
debt ratios. This does not mean that firms do not try to rebalance. In fact, firms in our
sample show some tendency to return to their old debt ratios. However, the impact of
stock returns dominates the effects of adjustments.
2.3.2. Changes in Capital Structure
While the focus of our study is to explain the levels of capital structure, it is
interesting to see if we can explain changes in market leverage ratios. The difference
between them is that level regressions derive their power from cross-section of capital
structure while change regressions derive their power from firm’s experiencing changes
in their capital structure.
As discussed in Welch (2004), equation (2.3) can be estimated in changes and/or
with a restriction that the coefficients on IDR and ADR sum up to one:
ttkttkt ADRIDRADR ∈+⋅−+⋅+= ++ )1( 1,10 ααα (2.8)
Rearranging the above equation gives us the estimated regression equation:
30
(ADRt+1 – ADRt) = 1.23% + 76.95%(IDRt,t+1 – ADRt)11 Adjusted R2 = 24.60% (2.9)
(ADRt+5 – ADRt) = 5.12% + 28.43%(IDRt,t+5 – ADRt) Adjusted R2 = 14.89%
Consistent with our previous results, the coefficients are highly statistically
significant. Over one year, stock-return induced equity changes have the primary impact
on the debt ratio. However, the coefficient estimate is smaller over the five years,
suggesting that stock-return induced equity changes have less impact on observed debt
ratio. Similarly, the ability of the model to explain variations in market leverage ratios
declines from 24.6% in the one year horizon to 14.89% in the five year horizon.
2.3.3. Does the Form of Debt Matter?
Having documented that a firm’s stock return significantly affects its debt ratio,
we next examine whether the form of debt matters. To answer this question, we
estimate equation (2.3) by using only short-term debt, long-term debt, and bank debt in
the calculation of the variables. We would be further comforted if our results show
lower a ADR coefficient and a higher IDR coefficient when we determine a debt ratio
solely based on short-term, long-term, and bank loans.
Indeed, Table 2.4 supports this conjecture. The coefficients on IDR are still
much higher than ADR coefficients. A comparison of the coefficient estimates reported
in Table 2.4 with those reported in Table 2.3 indicates that stock return influences
dominate the effects of rebalancing regardless of the form of debt. The coefficient
estimates of stock returns do not vary much across different definitions of debt.12
11 The t-statistic is 19.9123 for the one year and 10.3877 for the 5-years. 12 Professor Richard Heaney suggested to examine whether the form of debt matters using the 5 years data. We replicated Table 2.4 with the 5 years data and we find similar results to those reported for the
31
Table 2.4. Alternative Debt Definitions The sample are all publicly listed firms at the MSM between 1989-2003. The table presents the results of annual cross-sectional regressions explaining firms’ debt ratios (debt dividend by debt plus market value of equity) with the implied debt ratio IDR (where the lagged market value of equity is grossed up by the raw stock return over the period k) and the firms own lagged debt ratio ADRt. The cross-sectional regression equation is: tktttkt IDRADRADR ∈+⋅+⋅+= ++ ,210 ααα . A coefficient of 100% on ADRt indicates perfect readjustment. On the other hand, a coefficient of 100% on IDRt,t+k indicates perfect lack of readjustment. Fama and MacBeth report means (across years) of the regression intercepts and slopes. The adjusted R2’s are time-series averages of cross-sectional estimates. T is the number of cross-sectional regressions. There are 1,212 firm-year observations.
Type of Debt con. ADRt IDRt,t+k s.e.c s.e.ADR s.e.IDR Adjusted R2 (%) T Short-term Only 7.2 15.8 67.7 0.7 4.2 4.1 69.0 14Long-term Only 5.9 12.6 68.6 0.6 5.1 5.0 67.3 14Bank Loan Only 7.2 15.5 57.1 0.7 5.5 5.3 54.8 14
2.3.4. Can Adjustment Costs Explain the Inertia Behaviour?
In the presence of adjustment costs, firms may find it suboptimal to respond
immediately to capital structure shocks (Leary and Roberts (2005a)). Leary and Roberts
describe three types of adjustment costs namely, fixed cost, proportional cost, and a
fixed cost plus a convex cost component. The proportional cost component is relative to
the market value of raised or retired debt whereas the fixed cost is independent of the
size of the transaction. Due to the fixed cost component, it is commonly argued that
larger firms face relatively lower adjustment costs compared to smaller firms (Huang
and Ritter (2005)). Accordingly, we would expect larger firms to adjust their capital
structure more frequently (Xu (2006)). We examine the above hypothesis by splitting
our sample into two subsamples depending on whether the firms are smaller or larger
than the median firm in the same year (A similar approach is used by Huang and Ritter
one year horizon. In particular, we find that the coefficients on IDR exert more influence on firms debt ratios than ADR, indicating that stock return influences dominate the effects of rebalancing regardless of the form of debt over a five year horizon.
32
(2005)). We then estimate equation (2.3) for both subsamples. We also consider
Altman Z-score as a proxy for adjustment costs just as in Leary and Roberts. Firms with
higher (lower) Altman Z-score should be subject to lower (higher) bankruptcy costs and
thus should face lower (higher) transaction costs. This implies that these firms should
adjust more (less) frequently.
Table 2.5. Can the Results be Explained by Adjustment Costs? The sample are all publicly listed firms at the MSM between 1989-2003. The table presents the results of annual cross-sectional regressions explaining firms’ actual debt ratios (debt dividend by debt plus market value of equity) with the implied debt ratio IDR (where the lagged market value of equity is grossed up by the raw stock return over the period k) and the firms own lagged debt ratio ADRt. The cross-sectional regression equation is: tktttkt IDRADRADR ∈+⋅+⋅+= ++ ,210 ααα . A coefficient of 100% on ADRt indicates perfect readjustment. On the other hand, a coefficient of 100% on IDRt,t+k indicates perfect lack of readjustment. The sample is split up according to whether firm specific characteristics such as size and financial distress costs is lower or higher than the year-specific sample median. Size is defined as log of assets and Altman Z-score is defined as the reciprocal of assets divided by the sum of 3.3 times earnings before interest and taxes plus sales plus 1.4 times retained earnings plus 1.2 times working capital. Fama and MacBeth report means (across years) of the regression intercepts. The adjusted R2’s are time-series averages of cross-sectional estimates. N is the number of firm year observations and T is the number of cross-sectional regressions. Superscript asterisks indicate Fama and MacBeth type t-statistic above 3(*), 4(**), and 5(***).
Variable Small Size Large Size Low Z-score High Z-score ADRt 0.111 0.120* 0.135 0.124*
IDRt,t+1 0.759*** 0.730*** 0.714*** 0.744*** Adjusted R2 0.753 0.687 0.759 0.657
N 605 607 607 605 T 14 14 14 14
We present the results in Table 2.5.13 It is clear that larger firms with supposedly
lower adjustment costs are not more eager to adjust. Similarly, firms with higher 13 We perform a two-sample t-test of the difference in means between small and large firms and we find that the difference between them is insignificant with a t-statistic of 0.2865. Similarly the difference in means between firms with low Z-score and firms with high Z-score is insignificant with a t-statistic of 0.4280.
33
Altman Z-score should be subject to less adjustment costs and thus adjust more
frequently. This is not what we observe in column 4 and 5. Firms with higher Altman
Z-score show no more tendencies to readjust compared to firms with lower Z-score. The
results are robust when the sample is split on the mean. This evidence may suggest that
adjustments costs are unlikely to be the main reason behind our results.14 These results
are consistent with Huang and Ritter (2005) who find that firms with lower adjustment
costs do not adjust faster than firms with higher adjustment costs.15 Similarly, Xu
(2006) finds that large firms do not appear to adjust more quickly than small firms for
the US. This view differs from Leary and Roberts who argue that adjustment costs can
explain the persistence effects of shocks in leverage.
2.3.5. Variance Decomposition
Table 2.6 predicts ADRt,t+k with ADRt updated for corporate issuing activity
between t and t+k (keeping other dynamic components at a constant zero). The results
suggest that past debt ratios are an important explanatory variable of debt ratios
dynamics. In particular, 64.8% of a firm’s capital structure level can be explained by
last year’s capital structure. However, the history of firm’s capital structure is able to
explain only 21.3% in the 5-year horizon. More importantly, the results show that
14 Professor Richard Heaney suggested examining whether transaction costs can explain the inertia behaviour using the 5 years data. We replicated Table 2.5 with the 5 years data and we find qualitatively similar results to those reported for the one year. Specifically, we find that large firms adjust more slowly than small firms. Similarly, we find that firms with higher Z-score adjust less frequently compared to firms with lower Z-score. We perform a t-test for the difference in means between small and large firms and we find that the difference between them is insignificant with a t-statistic of 1.211. Similarly the difference in means between firms with low Z-score and firms with high Z-score is insignificant with a t-statistic of 0.8235. 15 Huang and Ritter (2005) report evidence that firms that are likely to face lower adjustment costs adjust more slowly compared to firms that are likely to face higher adjustment costs. For example, they show that large firms adjust more slowly than small firms.
34
corporate issuing activity is more important than stock-return induced changes in capital
structure. Over annual horizons, stock returns are able to explain 22.2% of the change in
debt ratios, whereas all net issuing activities together are able to explain around 64.9%
of changes in debt ratios. This suggests that CFOs are by no means inactive in the
capital market.
Table 2.6. Explanatory Power of Components of Debt Ratios and Debt Ratio Dynamics The sample are all publicly listed firms at the MSM between 1989-2003. The table presents the time-series average adjusted R2 from cross-sectional Fama and MacBeth regressions. In Levels, future actual debt ratio (ADRt+k) is explained by the Regressor. In Differences, change in leverage (ADRt+k – ADRt) is explained by the Regressor minus ADRt. k =1-Year, Avg. Adjust. R2 k =5-Years, Avg. Adjust. R2
Levels Differences Levels Differences Past Debt Ratio, ADRt 64.8% 21.3% Implied Debt Ratio, IDRt, t+k 71.8% 22.2% 25.5% 17.2% Implied Debt Ratio, w/dividend 70.7% 20.1% 25.4% 6.4% All issuing and dividend activity 80.7% 62.8% 49.6% 44.7% All issuing activity 87.0% 64.9% 62.5% 48.0% Net Equity Issuing Activity 68.3% 13.3% 34.0% 23.9% Net Debt Issuing (NDI) Activity 80.2% 48.0% 49.6% 44.7% NDI Short-term Only 19.9% 29.5% NDI Long-term Only 18.6% 24.3% NDI Bank Loans Only 8.9% 21.0%
Over a five year horizon, stock returns are able to explain 17.2% of debt ratio
changes, while all net issuing activities are able to explain around 48%. Table 2.6 also
suggests that debt issuing activity are more capital structure relevant than equity issuing
activities. This evidence is consistent with the findings of Hovakimian (2006). Over
both one year and five year horizons, short-term debt issuing is more capital structure
relevant. However, over five years, equity issuing activities becomes as important as
35
long-term debt issuing activities, yet still less important than short-term debt issuing
activities.
2.4. Other Determinants of Capital Structure
Having examined the impact of stock returns on capital structure dynamics, we
now turn our attention to other variables suggested by the literature and examine
whether these variables have economic relevance after controlling for the effects stock
returns. If these variables appear to have no incremental power when IDR is controlled
for, then it would have correlated with capital structure only indirectly through its
correlation with stock returns.
The selections of our other explanatory variables are primarily guided by the
results from previous empirical studies in the context of some developed and developing
countries. Furthermore, this study introduces new variables that are drawn from the
Oman unique corporate finance environment. In this section, we list various firm-
specific attributes other than stock returns suggested by capital structure literature and
mention the proxies that are used to capture their impact on capital structure.
2.4.1. Tax
One of the most important aspects of the tradeoff theory is that debt interest is a
tax deductible expense. This theory predicts a positive association between leverage and
corporate tax rate. Firms with higher marginal tax rates prior to the deduction of interest
expenditure are expected to have higher interest tax shields and hence have more debt
36
(Faulkender and Petersen (2006)). However, Marsh (1982), Bradley, Jarrell, and Kim
(1984), Long and Maltiz (1985), Titman and Wessels (1988), and Fischer, Heinkel, and
Zechner (1989) fail to find any significant effect of corporate tax on financing decisions.
MacKie-Mason (1990) comments that the reason why many studies fail to find
significant tax effects on financing decision is because debt ratios are the cumulative
result of years of separate decisions and most tax shields have a minor effect on the
marginal tax rate for most firms. MacKie-Mason (1990) examines the incremental
financing decisions using discrete choice analysis and presents evidence that the
desirability of debt financing at the margin varies positively with the effective marginal
tax rate.
In Oman, corporate income is taxed and firms are allowed to deduct interest
expense from their taxable income. Thus, there is a tax incentive for corporate
borrowing. A tax paying firm that pays an extra Rial of interest receives a partially
offsetting interest tax shield in the form of lower taxes paid. Whereas in most western
countries the tax benefit of debt has been reduced by the tax advantage of equity, this is
not the case in Oman. This even lends further support to the importance of tax in Omani
firms’ capital structure. Hence, raising the necessary financing through debt instead of
equity increases the total after-tax Rial return and hence, should have positive impact on
firm value. Thus, we should observe corporations borrowing to exploit interest tax
shields. The fact that Omani firms are highly leveraged would suggest that the Omani
firms are adding value through this strategy.
37
There are many ways to estimate the tax factor including the statuary tax rate, the
effective tax rate, etc. To capture the tax effect, we follow Welch and use the ratio of
income tax to the sum of earnings and income tax.
2.4.2. Government Ownership
Government ownership is a potential explanatory variable in the firm’s capital
structure choice. For example, firms with high government ownership may have a lower
bankruptcy costs. This is because the government may bail them out in case of trouble.
Indeed, agency theory postulates that the optimal structure of leverage and ownership
may be used to minimize total agency costs. Hence, it is expected that there is a
correlation between government ownership structures and leverage. Although
government ownership structure is believed to have impact on capital structure, there
seems no clear predication about the relationship between government ownership
structure and leverage.
Since the Omani government is a major shareholder in many companies, we will
consider it as a potential determinant of capital structure. The government ownership
would give a confidence to lenders to extend loans to a company. The percentage of
government ownership is used to capture its impact on capital structure dynamics.
2.4.3. Soft Loans
Oman is a country which depends on oil revenue as a major source of income, so
taxes are not an important source of revenue. The country is subsidizing certain
companies by giving them soft loans that are interest free. The eligibility of the
38
company to get this subsidy increases its willingness to borrow. Consequently, a
positive association between the availability of the soft loan and debt ratios should be
expected. The significance of this variable is tested via a dummy variable, which takes a
value of one if the firm receives a subsidy and zero otherwise.
2.4.4. Signaling
Signaling is used as one of the determinants of capital structure. If a firm can
credibly signal its quality to outsiders, it can avoid an information premium and thus
may access the equity market. According to pecking order theory, retained earnings are
the first source of financing. The amount of dividends distributed reduces the amount of
retained earnings. Hence, higher dividends lower retained earnings and increase the
needs for debt financing. Furthermore, agency models also draw links between dividend
payments and leverage (Jensen, Solberg, and Zorn (1992)). In particular, agency models
predict dividend payments and debt issues as substitutes in mitigating agency problems.
This study introduces the ratio of dividend payment to net income to capture the
signaling attribute. We use dividend payout ratio since many studies have argued that
dividends are used as a costly signal of earnings (John and Williams (1985) and Miller
and Rock (1985)). A firm with a reputation of dividend payment faces less asymmetric
information in accessing the equity market. Furthermore, Martin and Scott (1975) find
that it is a useful discriminator in their analysis, in part because it could have some
explanatory power over leverage
39
2.4.5. Profitability
Profitability is an important explanatory variable that has an influence on capital
structure. However, there is no clear theoretical predictions on its direction with some
theories arguing for a negative relationship with the debt ratio while, others argue the
opposite. For example, in the context of pecking order theory, profitable firms are likely
to have sufficient finance to ensure they do not need to rely on external sources. This
explanation suggests a negative relationship between profitability and leverage. In sharp
contrast, in the agency theory framework of Jensen and Meckling (1976) and Jensen
(1986), leverage alleviates the agency problems by forcing managers to pay out the
firm’s free cash flow. Debt financing ensures that management is disciplined to make
efficient investment decisions and that they do not pursue individual objectives as this
would increase the probability of bankruptcy (Harris and Raviv (1990)). In situations of
information asymmetry, increases in leverage of profitable firms can signal quality
financial management. Hence, this theory predicts a positive association between
leverage and profitability. According to the tax-based models profitable firms should
borrow more, ceteris paribus, as they have greater needs to shield income from corporate
tax. However, the interest tax shield hypothesis may not work for those firms that have
other avenues, like depreciation, to shield their taxes (DeAngleo and Masulis (1980)).
As per the pecking order predictions, most empirical studies show that leverage
is negatively related to profitability. Friend and Hasbrouck (1988), Titman and Wessels
(1988), and Frank and Goyal (2004) obtain these findings in US firms. Kester (1986)
documents that leverage is negatively associated with profitability in both the US and
Japan. In an Australian time series study, Sharpe and Pooley (1991) also find a
40
significant long run relationship between profitability and leverage. Recent studies
using international data also confirm this finding (Rajan and Zingales (1995) and Wald
(1999) for developed countries, and Booth et al. (2001) for developing countries). Frank
and Goyal (2003) also present evidence in favour of pecking order theory but argue that
this theory is not the only explanation for the obtained results.
In contrast, Long and Maltiz (1985) report evidence that leverage is positively
associated with profitability, but the relationship is not statistically significant. Jensen et
al. (1992) find a positive relationship between leverage and profitability. Wald (1999)
even claims that “profitability has the largest single effect on debt/asset ratios”. We use
three different measures of profitability. Our first measure of profitability is operating
income scaled by total assets, the second is the ratio of earnings after tax to total assets,
and the third is the ratio of operating income to sales. Furthermore, Welch (2004)
suggests that firm’s capital structure dynamics may be affected by profitability changes.
We use his definition to capture profitability changes impact on capital structure
dynamics as described in Appendix C.
2.4.6. Tangibility
In an uncertain world with asymmetric information, the asset structure of a firm
has a direct impact on its capital structure since firms tangible assets are the most widely
accepted sources for bank borrowings and raising secured debt. According to the
tradeoff theory, tangible assets act as collateral and provide security to lenders in the
event of financial distress. In the same vein, Jensen and Meckling (1976) suggest that
the agency cost of debt exists as the firm may shift to riskier investment after the
41
issuance of debt, and transfer wealth from creditors to shareholders to exploit the option
nature of equity. If a firm’s tangible assets are high, then these assets can be used as
collateral, diminishing the lender’s risk. Thus, a positive relationship is expected
between leverage and tangibility. Williamson (1988) and Harris and Raviv (1990)
report evidence that leverage is positively associated with tangibility.
Other studies that report a positive relationship between tangibility and leverage
include Bradley et al. (1984), Rajan and Zingales (1995), Graham et al. (1998), Shyam-
Sunder and Myers (1999), Hovakimian et al. (2001), Frank and Goyal (2003), and
Korajczyk and Levy (2003). Some indirect evidence was reported by Marsh (1982) who
conducts a time series study and finds that larger firms with a large tangible asset base
tend to use more debt. Grossman and Hart (1982), however, show that a firm’s tangible
assets can be negatively correlated with leverage. According to them, a firm with
tangible assets has less collateralized debt and more difficulty monitoring the
extravagance of its employees because of asymmetric information. In this case a firm
can attempt to reduce its agency costs by increasing leverage. In a similar vein,
Aivazian, Booth, and Cleary (2003b) argue that firms in emerging markets face more
financial constraints where the main source of debt is short-term bank financing. Hence,
firms with more tangible assets will have fewer short-term assets that can be used as
collateral for short-term bank financing. This implies a negative relationship between
leverage and tangibility.
Still other studies report a different relationship between tangibility and leverage
depending on whether debt is short-term or long-term. For example, Stohs and Mauer
(1996) find a positive correlation between tangibility and long-term debt, but a negative
42
relationship between tangibility and short-term debt. We define tangibility as the
fraction of total assets attributable to property, plant, and equipment (Titman and
Wessels (1988), Rajan and Zingales (1995), Frank and Goyal (2004), De Jong, Kabir,
and Nguyen (2005), Haung and Ritter (2005), De Haas and Peeters (2006), Flannery and
Rangan (2006), and Alti (2006)).
2.4.7. Size
Most empirical studies point out that debt ratios are related to firm size.
However, the effect of size on leverage is ambiguous. On the one hand, Warner (1977)
and Ang, Chua, and McConnell (1982) assert that bankruptcy costs are relatively smaller
for large firms. Marsh (1982) provides evidence that small firms more often choose
short-term debt while large firms choose long-term debt. Large firms may be able to
take advantage of economies of scale in issuing long-term debt. This suggests a
negative association between the cost of issuing debt and firm size. In the same vein,
Titman and Wessels (1988) articulate that larger firms face lower probability of financial
distress than smaller ones because they are more diversified. Similarly, Flannery and
Rangan (2006) suggest that larger firms are more transparent and have better access to
public debt markets. Consequently, larger firms should have more leverage.
On the other hand, size can be regarded as a proxy for information asymmetry
between firm insiders and the capital market. Large firms are more closely observed by
analysts and therefore should be more capable of issuing equity, and have lower debt.
Accordingly, pecking order theory predicts a negative association between leverage and
size.
43
Ferri and Jones (1979) group firms into six leverage classes and test different
measures of size across these groups. Their study reports evidence that firm size had a
significant impact on leverage. Fama and Jensen (1983) claim that smaller firms tend to
provide less information to lenders than larger ones. Empirical studies, such as Marsh
(1982), Friend and Hasbrouck (1988), Crutchley and Hansen (1989), Rajan and Zingales
(1995), Graham et al. (1998), Wald (1999), Booth et el. (2001)), Korajczyk and Levy
(2003), and Frank and Goyal (2003, 2004) show a positive association between leverage
and company size.
Conversely, Wald (1999) finds that larger firms tend to borrow less. To capture
the size effect on the leverage of firms we use two alternative definitions; the natural
logarithm of sales and the natural logarithm of total assets.
2.4.8. Non Debt Tax Shields (NDTS)
Omani tax laws allow certain tax deductions to be made from a company’s
taxable income. These deductions are often associated with interest payments on debt
and depreciation expense for machinery, buildings and equipment. Firms will exploit
the tax deductibility of interest to reduce their tax bill. Hence, firms with other tax
shields such as depreciation and investment tax credits will have less need to exploit the
debt tax shield. In the context of tradeoff theory, NDTS minimize the use of debt by
providing tax advantage similar to debt. According to Modigliani and Miller (1958),
NDTS create strong incentives for firms to increase leverage. DeAngelo and Masulis
(1980) develop a model where optimal leverage depends on firm’s NDTS, such as
depreciation. Larger NDTS imply a larger chance of having no taxable income, a lower
44
expected corporate tax rate, and a lower expected payoff of interest tax shields, and
thereby lower leverage. In a similar vein, Ross (1977) argues that if a firm issues
excessive debt, it may become tax exhausted in the sense that it is unable to use all its
potential tax shields. Empirical studies generally confirm their prediction. Bradley et al.
(1984) regress leverage against, among other things, a proxy for NDTS. The proxy is
the sum of annual depreciation charges and investment tax credits scaled by the sum of
annual earnings before depreciation, interest, and taxes. They report evidence of a
positive association between leverage and NDTS. However, NDTS is highly correlated
with tangibility and they do not include proxy of tangibility in their studies, which is
also expected to affect firm’s leverage. Similarly, Gardner and Trzcinka (1992) find a
positive relationship. Long and Maltiz (1985) conduct a similar study and find a
negative but insignificant relationship. Studies on the dynamic capital structure by
MacKie-Mason (1990) and Sharpe and Pooley (1991) also report results which
contradict the hypothesized relationship.
Titman and Wessels (1988) analyze the relationship between six kinds of debt
ratios and explanatory variables including NDTS, using Compustat data and structural
modeling. Using the ratio of tax credits over total assets and the ratio of depreciation to
total assets as proxies for NDTS, they find no evidence to support the prediction that
debt ratios are significantly related to NDTS. On the other hand, Fama and French
(2002) find that firms with more NDTS (deductions for depreciation and R&D
expenditures) have less leverage. Similarly, Shenoy and Koch (1996) and Korajczyk
and Levy (2003) find that firms with large NDTS have lower target leverage. Wald
(1999) uses the ratio of depreciation to total assets and Chaplinsky and Niehaus (1993)
45
employ the ratio of depreciation expense plus investment tax credits to total assets to
measure NDTS. Both studies find that leverage is negatively correlated with NDTS.
Following Titman and Wessels (1988), Chen (2004), Deesomsak, Paudyal, and Pescetto
(2004), Akhtar (2005), De Haas and Peeters (2006), and Flannery and Rangan (2006),
we use the ratio of annual depreciation expense to total assets as our empirical measure
for NDTS.
2.4.9. Growth
Galai and Masulis (1976), Jensen and Meckling (1976), and Myers (1977) claim
that when a firm issues debt, managers have an incentive to engage in asset substitution
and transfer wealth from bondholders to shareholders. The associated agency costs are
higher for firms with substantial growth opportunities. Hence, tradeoff theory predicts
firms with more investment opportunities will borrow less because they have stronger
incentives to avoid underinvestment and asset substitution that arise from stockholder-
bondholder conflicts. This prediction is strengthened by Jensen (1986) free cash flow
theory, which predicts that firms with more investment opportunities have less need for
the disciplining effect of debt payments to control free cash flows. In this context,
Titman and Wessels (1988) propose that equity controlled firms have a tendency to
invest sub-optimally hence the cost associated with this agency relationship is likely to
be higher for firms having higher growth. This means that expected future growth
should be negatively related to long-term debt levels. Jung, Kim, and Stulz (1996)
show, when management pursues growth objectives, management and shareholder
interests coincide for firms with strong investment opportunities. On the other hand, for
46
firms without strong investment opportunities, debt serves to limit the agency costs of
managerial discretion as explained by Jensen (1986), Stulz (1990), and Berger, Ofek,
and Yermack (1997).
On the other hand, pecking order theory posits a positive association between
leverage and growth opportunities. In this framework, a firm’s leverage should increase
as investments opportunities exceeds retained earnings, and vice versa. Hence,
maintaining profitability level constant, we should expect higher leverage for those firms
with better growth opportunities.
Previous empirical results are mixed. For example, Bradley et al. (1984), Kester
(1986), Kim and Sorensen (1986), Smith and Watts (1992), Wald (1999), Fama and
French (2002), and Frank and Goyal (2003) find a negative relationship between
leverage and growth opportunities, while Titman and Wessels (1988), Rajan and
Zingales (1995), and Booth et al. (2001) find a significant positive relationship.
Researchers use different proxies for growth opportunities with different implications.
Wald (1999) uses a five-year average of sales growth. Titman and Wessels (1988) use
the ratio of capital investment to total assets as well as the ratio of research and
development to sales to measure growth opportunities. Rajan and Zingales (1995) use
Tobin’s Q as a proxy for growth opportunities. Welch (2004) uses the ratio of book-to-
market equity as a proxy for growth opportunities. We follow Welch (2004).
2.4.10. Volatility
Firms with more volatile assets are expected to have higher probabilities and
expected costs of financial distress (Faulkender and Petersen (2006)). These firms
47
should borrow less and are more likely to raise financing through banks (Cantillo and
Wright (2000)). There are different proxies for volatility such as the standard deviation
of the return on sales (Booth et al. (2001)) or standard deviation of the percentage
change in operating income (Titman and Wessels (1988)). All these studies report
evidence that volatility is negatively associated with leverage. In a recent study, Welch
(2004) uses the log of standard deviation of returns to capture equity volatility and the
log of equity volatility times the ADR to capture firm volatility. In this study, we adopt
the same measures.
2.4.11. Interest Coverage
The interest coverage ratio is another potential determinant of capital structure.
It measures the firm’s ability to meet contractual interest payments. The financial
structure of the firm improves as the interest coverage ratio increases. We follow Welch
and define interest coverage as the ratio of operating income to interest expense.
2.4.12. Industry
Unique features of an industry may be an important determinant of capital
structure. Each industry may have industry-specific patterns of financing because of
differences in product market structure. Ferri and Jones (1979) test the hypothesis that
industry classification is an important determinant of a firm’s capital structure. They
report evidence of a weak relationship between industrial classification and leverage.
On the other hand, Bowen, Daley, and Huber (1982) find a strong relationship between
industrial classification and leverage. Similarly, Bradley et al. (1984) find that there are
48
strong industry effects across leverage ratios. Specifically, they find that leverage ratios
range from a low of 9.1% for drugs and cosmetics to a high of 58.3% for airlines. They
show that 54% of the cross sectional variance in firm leverage can be explained by
industrial classification. In addition, Long and Maltiz (1985) and Kester (1986) show
that pharmaceutical, technological and food and beverages companies have a lower
mean value of leverage compared to firms that came from construction, wood, clothes,
and steel industrial sectors.16 More recently, Welch (2004) finds that industry deviation
have some incremental explanatory power on capital structure dynamics. We follow
Welch’s approach by employing industry deviation to capture industry effects. We
define industry deviation as ADR of a firm minus the ADR average of the sector.
2.4.13. Liquidity
Liquidity of a firm is a measure of internal funds available for financing
investments and is generally regarded as one of the determinants of capital structure.
Pecking order theory suggests that firms prefer internal funds (retained earnings) to
external funds (debt). Hence, they would like to create liquid reserves from retained
earnings to finance future investments. Firm with sufficient liquid assets do not require
external capital (debt). Therefore, the firm’s liquidity position should exert a negative
impact on its leverage ratio. In addition, as Prowse (1990) argues, the liquidity of the
company’s assets can be used to show the extent to which these assets can be
manipulated by shareholders at the expense of bondholders. However, Jensen (1986)
suggests that the management of firms with highly liquid assets (cash) may invest it in 16 MacKay and Phillips (2005) report evidence that most of the variations in financial structure arises within industries rather than between industries.
49
any unprofitable project without the watchful eye of investors and regulatory bodies. In
this case, firms should use debt to prevent managers from wasting resources. The
introduction of debt increases external repayments and thus reduces the firm’s free cash
flow. An implication of Jensen’s theory is that firms should issue debt to discipline
management into working efficiently. We use the ratio of current assets to current
liabilities as a proxy for the liquidity of a firm.
2.4.14. Future Stock Return Reversals
Stock return reversal may be a potential determinant of capital structure
dynamics. Firms that reverse their stock prices may behave differently from firms that
experience stock price continuation (Welch (2004)). To measure the impact of this
variable on capital structure dynamics, we follow the approach in Welch as described in
Appendix C.
2.5. Determinants of Change in Leverage
In order to examine the impact of other variables on capital structure choice, we
follow Welch (2004) by using two estimation models, namely, multivariate and four-
variate. The multivariate model estimate
∈+×⋅+⋅+⋅+=− ++=
++ ∑ )( ,121
2,10 kttccc
C
ccktttkt XVVXADRADR
ttαααα , (2.10)
Where tkttktt ADRIDRX −= ++ ,, . The purpose of this variable is to measure the extent to
which it can explain changes in market leverage ratio. Stated differently,
50
kttX +, measures the change in leverage that arises purely from stock returns. 1V through
cV are named third variables (described in detail in Appendix C). As explained in
Welch (2004), a significantly positive coefficient on cV helps explain the actual debt
ratio. On the other hand, when the coefficient on kttc XV +× , is positive, then cV
incrementally helps to explain firms rebalancing tendencies towards their target. In
addition, we run a four-variate regression with one cV variable at a time. The objective
of the four-variate model is to avoid multicollinearity. The four-variate model estimates
∈+×⋅+⋅+⋅+=− +++ kttccktttkt XVVXADRADRtt ,32,10 αααα . (2.11)
Table 2.7 provides estimates of the magnitudes of the changes in capital structure that
are generated from both the multivariate and four-variate models. The coefficients are
unit-normalized where the coefficients are multiplied by the standard deviation of the
variable. As mentioned earlier in the chapter, our first concern is the economic
significance. As in the US, return-induced debt ratio changes have the largest effect on
capital structure dynamics over one year.17 In economic terms, a one-standard deviation
higher ∆IDR is associated with 1.18% increase in debt ratio. Over an annual horizon,
most of the variables included in the regression are statistically significant. However,
these variables do not have much economic importance. None of the variables other
than return-induced debt ratio changes have a coefficient greater than one percent.
Return-induced debt ratio changes continue to have the largest effect on capital structure
dynamics over a 5-year horizon. However, the magnitude of the effect of return-induced
debt ratio changes over the 5-year horizon is much higher (8.08%) than the one year 17 We define return induced debt ratio as the change in debt ratios that are driven by changes in stock returns.
51
Table 2.7. F-M Regressions Explaining Debt Ratio Changes (ADRt+k, -ADRt) Adding Variables Used in Prior Literature. The sample are all publicly listed firms at the MSM between 1989-2003. The table presents the results of annual cross-sectional regressions explaining change in leverage by adding variables used in the prior literature. Except for the intercept, variables were unit normalized (coefficients were multiplied by the standard deviation of the intercept). The multivariate columns are the coefficients from one big specification,
∈+×⋅+⋅+⋅+=− ++=
++ ∑ )( ,121
2,10 kttccc
C
ccktttkt XVVXADRADR
ttαααα . The four-variate columns are the coefficients from
individual specifications, one variable V at a time, ∈+×⋅+⋅+⋅+=− +++ kttccktttkt XVVXADRADRtt ,32,10 αααα . The
regressions are run for each year t. Fama and MacBeth report means (across years) of the regression intercepts and slopes. The adjusted R2’s are time-series averages of cross-sectional estimates. N is the number of firm year observations and T is the number of cross-sectional regressions. Superscript asterisks indicate Fama and MacBeth type t-statistic above 3(*), 4(**), and 5(***). Variable Multivariate Four-variate Std. Dev. Multivariate Four-variate Std. Dev. Intercept (0.004) varies 0.359 varies
(Flow Variables Measured from t to t+k) ∆IDR =IDRt,t+k - ADRt 1.181*** varies 0.102 8.084*** varies 0.043 Stock Return -0.039 -0.010 0.829 -0.015 -0.029 0.269 ____× ∆IDR -0.057 -0.080 0.106 -0.010 -1.987* 0.012 Equity Volatility 0.146*** -0.002 0.630 0.001 -0.015 0.528 ____× ∆IDR -0.078 -0.121 0.105 -0.013 -0.212 0.047 Firm Volatility -0.185*** -0.004 0.713 -0.015 0.027*** 0.592 ____× ∆IDR 0.046 -0.082 0.138 -0.994 -0.579 0.063 Profitability, Sales 0.045*** 0.006 1.137 -0.147 0.031 0.583 ____× ∆IDR 0.034 0.083 0.117 0.207 -0.565 0.024 Profitability, Assets -0.011 0.018 0.231 0.428 0.139** 0.156 ____× ∆IDR -0.006 0.060 0.021 0.009 -2.199 0.007 Future Stock Return Reversal -0.042** -0.015 0.513 -0.032 -0.119 0.084 ____× ∆IDR 0.022 0.083 0.025 -0.017 -4.561*** 0.004 PROF -0.004 0.001 1.941 0.029* 0.004 1.191 ____× ∆IDR 0.036 0.060* 0.171 0.041 0.064 0.079
52
(Stock Variables Measured at t) Soft Loans 0.023*** 0.008 0.454 0.074* 0.049 0.392 ____× ∆IDR 0.054 0.207*** 0.049 0.024 0.210 0.017 Government Ownership -0.038*** -0.043 0.127 0.031 0.071 0.152 ____× ∆IDR 0.041 0.406 0.014 0.010 -0.153 0.005 Dividend Payout Ratio 0.019** 0.003 1.026 0.014 0.001 1.439 ____× ∆IDR -0.022 -0.024 0.090 0.045 0.150 0.061 Return on Assets 0.027*** 0.039 0.188 0.114 0.191*** 0.118 ____× ∆IDR 0.004 0.079 0.018 1.032 -2.744 0.005 Fixed Assets/Total Assets -0.006 0.002 0.426 -0.020 -0.024 0.314 ____× ∆IDR -0.041 0.040 0.049 0.022 -0.205 0.018 Log Sales 0.041*** 0.008 0.762 -0.016 0.020 0.652 ____× ∆IDR -0.253* -0.049 0.649 0.345 0.556 0.278 Depreciation/Total Assets -0.013* -0.014 0.112 0.010 -0.421 0.027 ____× ∆IDR -0.004 -0.088 0.008 0.001 -2.922*** 0.001 Current Assets/current Liabilities -0.028*** -0.005 0.598 -0.415*** -0.113*** 0.579 ____× ∆IDR -0.051 0.299** 0.071 -0.027 0.046 0.023 Industry Deviation -0.031*** -0.015 0.254 0.001 -0.042*** 0.245 ____× ∆IDR -0.026 0.637*** 0.026 -0.030 0.133 0.020 Tax Rate -0.014 0.006 0.053 0.167 0.177*** 0.126 ____× ∆IDR 0.001 0.037 0.006 -0.141 -3.336*** 0.005 Book/Market Ratio -0.032*** -0.004 1.617 -0.194*** 0.005 1.489 ____× ∆IDR 0.050 0.053 0.163 -0.349 -0.252 0.051 Log Assets -0.031*** -0.008 0.655 -0.093 0.031 0.633 ____× ∆IDR -0.489*** -0.040 0.709 -1.333 -0.636 0.301 Interest Coverage 0.021 0.001 2.314 -0.250 0.001 2.18 ____× ∆IDR -0.028 -0.001 0.184 -0.357*** -0.001 0.089 N,T 1,142,14 Varies 586,10 Varies Adjusted R2 23.0 % varies 50.6% Varies
53
horizon (1.18%) indicating larger economic importance. Three other interaction
variables18 are both statistically and economically significant namely, future stock return
reversal, depreciation, and the tax rate. However, their economic significance is far less
than that of return induced debt ratio changes.
Over one year, the inclusion of almost all variables discussed in the literature
seems to have small impact on the ability of the model to explain the variation in change
in leverage as indicated by the adjusted R2. The adjusted R2 increases by only around
0.8% from 22.2% when only IDR is used to 23% when all other variables are included.
Over a 5-year horizon, the increase became more evident (17.2% in the IDR-only
regression, 50.6% when all other variables are included).
Having discussed the overall results, we briefly discuss the statistical significant
variables included in the estimation.
A. Oman Unique Variables
As discussed before, our analysis includes some unique variables taken from the
Oman economy. These variables include government ownership and soft loans. Over
both annual and five year horizons, the coefficients on soft loans are statistically
significant and positively correlated with the debt ratio. However, the magnitude of the
effect of this variable is small indicating little economic importance. On the other hand,
government ownership is statistically significant only over the one year horizon.
Surprisingly, firms with one standard deviation higher government ownership decrease
debt over one year by 0.04%.
18 Welch (2004) refers to this as a "cross" variable
54
B. Other Statistically Important Variables
Future Stock Return Reversal
Future stock return reversal has some incremental explanatory power for capital
structure dynamics over one year. This suggests that firms that reverse their stock price
after the period under examination behave differently from firms that experience stock
price continuation. The interaction variable shows some economic significance over
five years, but it is far less than that of return induced debt ratio changes.
Industry
Industry deviation has some incremental explanatory power for capital structure
dynamics over both one and five years. The sign on the proxy is negative. The negative
coefficient indicates that firms are inclined to correct towards their industry’s debt ratio.
Again, the magnitude of the effect of this variable is small, suggesting a modest
economic effect on capital structure dynamics.
Equity and Firm Volatility
Over annual horizons, equity and firm volatility are statistically important in firm
capital structure dynamics. The regressions indicate that firms experiencing high equity
volatility increase their leverage. Firm volatility has the opposite impact. Although this
effect does not moderate the importance of stock returns, it does indicate that firms may
not rebalance towards their past debt ratios but towards debt ratios conservative enough
to be in line with the experienced volatilities. While this variable has some statistical
significance over five years, there is little economic significance.
55
Profitability
Three variables are used as proxies for profitability. Return on assets shows
statistical significance over both annual and 5-year horizon. Sales based profitability
shows some incremental explanatory power over one year and assets based profitability
is statistically significant over five years. However, their magnitude is small. An
increase of one standard deviation in return on assets is likely to take on an additional
0.03% in debt ratio over one year. Sales and assets based profitability have similar
effects on the debt ratio.
Liquidity
Liquidity seems to be statistically important in capital structure dynamics over
both one and five years. The negative coefficient suggests that liquid firms are less
levered. As with other variables, the statistical significance is not accompanied by
economic importance, evidenced by the small coefficient on the current ratio.
Size
Both of the proxies used to measure the size effect show statistical significance
over one year.19 The log of assets has a negative coefficient indicating an inverse
relationship between the leverage ratio and the log of assets. A different sign is obtained
with the other size proxy, log of sales, implying that higher debt ratios are associated
with higher sales. However, the statistical significance on both of size proxies vanishes
over the 5-year horizon. Even though there may be statistical significance for these
variables, there is no economic significance.
19 Professor Richard Heaney suggested reporting the correlation estimates between the two size proxies. The correlation estimate is 0.0018 for the one year and it is 0.1144 for the 5 years.
56
Tax
Taxes are neither statistically nor economically important in capital structure
dynamics over one year. However, this variable is statistically significant over five
years. This implies that in the long-run taxes are an important determinant of capital
structure dynamics. Firms are likely to take on an additional 0.177% in leverage per one
standard deviation increase in tax rates over five years. The interaction effects
coefficient is economically important. However, its importance is still much less than
return induced debt ratio changes.
NDTS
NDTS is statistically significant over one year. The negative coefficient implies
that firms with higher NDTS employ less debt. Again, there is little economic
significance, even though there is some statistical significance. However, the interaction
variable is both statistically significant and economically important over five year
horizon. Nevertheless, the impact of it is still far less than that of return induced debt
ratio changes.
Growth
Firms with high book-to-market are associated with lower debt ratio. This
variable has some incremental explanatory power over both one and five years. With
regard to the magnitude effect of this variable on change in leverage, it is in line with
other variables where the impact is small.
57
Signaling
Dividends show some incremental explanatory power in explaining capital
structure dynamics over an annual horizon. The positive coefficient indicates that firms
that pay high dividends are the ones that have higher borrowings.
In summary, the results in Table 2.7 demonstrate that return-induced debt ratio
changes have the largest impact on capital structure dynamics. Though there are other
variables that are statistically significant, they do not have much economic importance.
Previous studies featured some variables as important explanators of capital structure
dynamics. Our explanation is that this importance was caused by the correlation of these
variables with the IDR. Once we include our mechanistically implied debt ratio, these
variables lose their power.
2.6. Are the Results Sensitive to the Use of Bank Debt?
The evidence presented so far has shown that the impact of stock returns on
capital structure dynamics dominates other factors. A natural question is to examine
whether these results hold on bank debt, given that there are some studies that argue
differences between the determinants of bank debt and non-bank debt (Denis and Mihov
(2003) and Faulkender and Petersen (2006)).20
To examine this issue, we estimate the models in Table 2.7 using only bank debt.
The results are presented in Table 2.8. Over one year, as with the results in Table 2.7,
return-induced debt ratio changes subsume other determinants of capital structure. The
20 Faulkender and Petersen (2006) show that the source of a firm’s debt and whether it has access to public debt markets strongly affects its capital structure choice. In particular, they find that firms that have access to the pubic bond markets have significantly more debt.
58
economic importance of this variable is slightly higher than its counterpart in Table 2.7.
In economic terms, a one-standard deviation higher ∆IDR is associated with 1.21%
increase in debt ratio. There are some variables that are statistically significant but the
magnitude of the effect is economically small. For example, the negative coefficient on
liquidity and profitability suggests a negative association with bank debt. Likewise,
firms with growth opportunities tend to have lower bank debt and larger firms do not use
much bank debt. On the other hand, equity volatility is associated with higher bank
debt. Firm volatility has the opposite influence on bank debt.
Over five years, return-induced debt ratio changes continue to have the largest
impact on debt ratio. The economic significance is much larger compared to the one
year horizon. The statistical significance of some of the variables over one year
disappears over five years with some new variables starting to have statistical
importance. The negative coefficient on industry deviation suggests that firms that
wander away from their industry debt ratio are eager to nudge back to it, and that firms
that have higher firm volatility are borrowing more from banks. The positive coefficient
on government ownership indicates that firms with higher government ownership obtain
more bank loans. As with the one year horizon, larger firms are less dependent on bank
debt. The future stock return reversibility proxy is both statistically and economically
significant. This suggests that firms with large stock price reversals behave differently
from firms that do not experience a reversal. Taxes have some incremental explanatory
power over five years. However, the coefficient on this variable is economically small.
59
Table 2.8. F-M Regressions Explaining Bank Debt Ratio Changes (ADRt+k -ADRt) Adding Variables Used in Prior Literature. The sample are all publicly listed firms at the MSM between 1989-2003. The table presents the results of annual cross-sectional regressions explaining change in bank leverage by adding variables used in the prior literature. Except for the intercept, variables were unit normalized (coefficients were multiplied by the standard deviation of the intercept). The multivariate columns are the coefficients from one big specification,
∈+×⋅+⋅+⋅+=− ++=
++ ∑ )( ,121
2,10 kttccc
C
ccktttkt XVVXADRADR
ttαααα . The four-variate columns are the coefficients from
individual specifications, one variable V at a time, ∈+×⋅+⋅+⋅+=− +++ kttccktttkt XVVXADRADRtt ,32,10 αααα . The
regressions are run for each year t. Fama and MacBeth report means (across years) of the regression intercepts and slopes. The adjusted R2’s are time-series averages of cross-sectional estimates. N is the number of firm year observations and T is the number of cross-sectional regressions. Superscript asterisks indicate Fama and MacBeth type t-statistic above 3(*), 4(**), and 5(***). variable Multivariate Four-variate Std. Dev. Multivariate Four-variate Std. Dev. Intercept 0.068 varies 0.359 varies
(Flow Variables Measured from t to t+k) ∆IDR = DRt,t+k - ADRt 1.211* varies 0.093 6.308*** varies 0.037 Stock Return -0.056 -0.011 0.829 -0.053 -0.029 0.269 ____× ∆IDR 0.001 -0.027 0.041 -0.036 -0.780 0.014 Equity Volatility 0.072* 0.001 0.630 -0.064 -0.024 0.528 ____× ∆IDR 0.113 0.121 0.045 -0.114 -0.232 0.046 Firm Volatility -0.084* -0.013 0.713 1.587*** 0.055*** 0.592 ____× ∆IDR -0.157 0.040 0.090 0.114 0.343 0.068 Profitability, Sales -0.034*** -0.004 1.137 -0.039 0.021 0.583 ____× ∆IDR -0.065 -0.047 0.104 0.296 0.155 0.025 Profitability, Assets 0.038 0.027 0.231 -0.265 0.095 0.156 ____× ∆IDR 0.116 0.407* 0.023 -0.055 -0.268 0.007 Future Stock Return Reversal -0.011 0.002 0.513 0.079 0.296*** 0.084 ____× ∆IDR 0.092 0.142* 0.121 0.104 1.743*** 0.003 PROF 0.003 -0.001 1.941 -0.011 0.003 1.191 ____× ∆IDR -0.036 -0.004 0.154 -0.008 -0.029 0.044
60
(Stock Variables Measured at t) Soft Loans -0.015 -0.001 0.454 -0.032 0.005 0.392 ____× ∆IDR 0.014 -0.037 0.052 0.008 0.378 0.014 Government Ownership 0.011 0.020 0.127 0.045*** 0.064 0.152 ____× ∆IDR -0.038 -0.729 0.009 0.060 1.522*** 0.006 Dividend Payout Ratio -0.007 -0.001 1.026 0.045 0.008 1.439 ____× ∆IDR 0.029 0.034 0.095 -0.017 -0.057 0.061 Return on Assets 0.018 0.030 0.188 -1.299*** 0.143 0.118 ____× ∆IDR 0.029 0.019 0.035 -0.401*** 0.701 0.006 Fixed Assets/Total Assets -0.012 0.005 0.426 -0.033 -0.027 0.314 ____× ∆IDR 0.025 -0.002 0.053 -0.081 -0.595 0.018 Log Sales 0.009 0.004 0.762 0.050 0.036 0.652 ____× ∆IDR 0.028 0.007 0.595 0.429 0.556 0.241 Depreciation/Total Assets -0.027 -0.053 0.112 0.021 0.249 0.027 ____× ∆IDR 0.019 0.318 0.006 0.042 2.351*** 0.001 Current Assets/Current Liabilities -0.037* -0.015 0.598 0.018 0.004 0.579 ____× ∆IDR -0.031 -0.018 0.048 0.064 0.700 0.027 Industry Deviation 0.016 0.002 0.254 -0.015 -0.120** 0.245 ____× ∆IDR 0.042 0.539** 0.026 -0.066 -0.857 0.011 Tax Rate -0.008 -0.174 0.053 0.217 0.087** 0.126 ____× ∆IDR -0.015 -0.751 0.006 -0.139*** -1.272*** 0.005 Book/Market Ratio -0.015* -0.001 1.617 -0.044 0.005 1.489 ____× ∆IDR -0.022 -0.021 0.148 0.039 0.149 0.058 Log Assets -0.046*** -0.004 0.655 -0.903* 0.038 0.633 ____× ∆IDR -0.047 -0.059 0.644 -0.091 0.069 0.254 Interest Coverage 0.035 0.001 2.314 1.052 0.001 2.180 ____× ∆IDR -0.026 0.001 0.195 0.202 -0.001 0.096 N,T 1,142,14 Varies 586,10 Varies Adjusted R2 9.70% Varies 14.90% Varies
61
In summary, stock-return induced debt ratio changes have the largest impact on
bank debt ratio. Other variables have minor economic significance on capital structure
dynamics.
2.7. Comparisons with the Current Literature
There is an extensive debate on whether firm rebalances their capital structure
with some studies reporting evidence supporting rebalancing and others failing to do so.
A recent paper by Leary and Roberts (2005a) argues that firms respond to equity
issuances and equity price shocks by rebalancing their leverage to stay within an optimal
range. They argue that the persistence effects of shocks on leverage documented by
Welch is more likely due to optimizing behaviour in the presence of adjustment costs, as
opposed to indifference towards capital structure.21 However, Chen and Zhao (2005a)
examine thoroughly Leary and Roberts findings and they report evidence that
contradicts their results. Leary and Roberts demonstrate through simulation that a firm’s
market leverage ratios can be driven by equity valuations because these firms do not
rebalance constantly due to adjustment costs. It follows from this argument that we
should observe firms with higher equity returns issuing more debt relative to equity than
other firms when the adjustment boundaries are reached. Chen and Zhao (2005a) find
the opposite – firms with higher equity returns are relatively more likely to issue equity.
In general, Chen and Zhao find that tradeoff theory does a poor job of explaining the
issuance decisions, contradicting Leary and Roberts. In particular, they find both the
key variables in tradeoff theory and the transaction cost variable predict issuance 21 As we show in Section 2.3.4, adjustment costs are unlikely to be the main reason behind our results.
62
decisions the wrong way. They conclude that dynamic tradeoff theory with transaction
costs is not likely to be the main interpretation for Welch’s results.22 Further, Chen and
Zhao find little evidence that suggests that firms adjust their leverage ratios toward
target leverage through issuance decisions. Most importantly, Chen and Zhao report
evidence that stock returns are an important determinant of capital structure decisions
which is consistent with Welch and this study. In a similar vein, Haung and Ritter
(2005) find that the effects of debt and equity issues on both book and market leverage
last for more than ten years, which is inconsistent with Leary and Roberts. They
attribute the difference in the results to the fact that their regression approach controls
for determinants of target leverage. Titman and Tsyplakov (2005) develop a dynamic
model of capital structure and report evidence that firms adjust their capital structure
quite slowly. Similarly, Kayhan and Titman (2006) find that stock returns have a strong
effect on capital structure and these effects are at least partially persistent for at least ten
years.
In a different paper, Chen and Zhao (2005b) find no evidence that equity
issuance is driven by target leverage ratio adjustments. Similar to Chen and Zhao,
Hovakimian (2004) examines whether security issues and repurchases adjust the capital
structure towards their target. He documents that only debt reductions are initiated to
offset the accumulated deviations. He suggests that the importance of target leverage in
earlier studies is driven by the subsample of equity issuers accompanied by debt
reductions.
22 In a number of instances, Chen and Zhao (2005a) report evidence that contradicts Leary and Roberts (2005a).
63
Using a similar argument to that of Leary and Roberts (2005a), Flannery and
Rangan (2006) report evidence that firms do target a long-run capital structure and the
typical firm converges towards their long-term target at a rate of more than 30% per
year. Further, they report evidence that stock price changes have only transitional
effects on capital structure. Flannery and Rangan suggest that Fama and MacBeth
regression employed by Welch fails to recognize the data’s panel characteristics. They
argue that panel regression with unobserved (fixed effects) is more appropriate if firms
have relatively stable unobserved variables influencing their capital structure targets. To
examine whether our results are robust to their model, we estimate their partial
adjustment model using Fama and MacBeth (F-M) and fixed effects. The plain
variables in Table 2.7 are included in all estimation models, but not reported here. The
first column in Table 2.9 reports F-M estimates. The coefficient on lagged ADR implies
that firm close 17.96% of the gap between current and desired leverage.23 Stated
differently, it takes around three years to close half the gap between a typical firm’s
current and desired leverage. This slow adjustment is consistent with our previous
findings. This suggests that convergence towards a long-run target is unlikely to explain
much of the variation in firm’s debt ratios. The coefficient on SPE indicates that firms
adjust 14.94% of stock return surprises in the year they occur. This indicates that firms
do try to counteract the influence of stock return. While this result is different from the
23 Our results are in line with that reported by Fama and French (2002) where they find that the speed of adjustment is between 7 and 10% for dividend payers and between 15 and 18% for dividend non-payers.
64
findings of Welch, it still suggests that the speed of adjustment to the stock price
surprises is slow.24
Following Flannery and Rangan, we estimate the partial adjustment model with
fixed effects.25 The results are reported in column 2. The estimated coefficients on the
determinants of target leverage generally resemble their F-M counterparts. However,
the estimated coefficient on ADR now implies a faster adjustment speed of 24.21%.
While this speed of adjustment is higher than that reported using F-M, it is still
considerably less than that reported by Flannery and Rangan of 34% for the US.
However, Hsiao (2003) and Baltagi (2005) demonstrate that fixed effects give
biased estimates for the coefficients of the partial adjustment model. In particular, the
estimated coefficient of the lagged dependent variable using fixed effects is biased
downward. In other words, fixed effects models tend to overestimate the speed of
adjustment.26 In this vein, Huang and Ritter (2005) find that there is a substantial bias
associated with the use of the fixed effects with a within-group estimator for a short
panel. In essence, the estimated coefficients of the lagged dependent variable with firm
fixed effects are biased downward, especially when the time dimension is short. They
evaluate the magnitude of the bias and find that it is critically important to correct for the
short time dimension bias.
24 Welch (2004) shows that firms do not counteract the mechanistic effects of stock returns on their debt-equity ratios. 25 Following Flannery and Rangan, we use an instrumental variable for SPE where we regress SPE on the regression’s predetermined variables and the realized returns to the average firm in the same industry. 26 Bond (2002) documents that the bias of a fixed effect estimator can be very severe.
65
Table 2.9. Flannery and Rangan Model Explaining Actual Debt Ratio (ADRi,t+1) Adding Variables Used in Prior Literature. The sample are all publicly listed firms at the MSM between 1989-2003. The table reports the results of the estimated partial adjustment model explaining ADR by adding variables used in the prior literature. The model is:
1,,11.2,101, )()1()1( +++ ++−+−+= tititititi XBSPEADRaADR μλλλ where ADR is the actual debt ratio. IDR is the actual debt ratio at time t augmented by the firms return in (t,t+1). SPE = IDR – ADRi,t measures the impact of price changes on ADR during (t,t+1). The lagged “X” variables determine a firm long-run target debt ratio and include the plain variables in Table 2.7 as described in Appendix C. T-statistics are presented in parentheses below the corresponding estimate. The first column is estimated using Fama-MacBeth methodology. The second column is using fixed effects and the last column is using system General Method of Moments. Reported R numbers for models including fixed effects are “within” R2 statistics. m1 and m2 are tests for first-order and second-order serial correlation, asymptotically N (0, 1). Sargan is a test of the overidentifying restrictions for the GMM estimators, asymptotically χ2. P-values are reported for m1, m2, and Sargan test. There are 1,142 firm-year observations.
Method F-M Fixed Effects System GMM ADR 0.8204 0.7579 0.7995
(49.3698) (36.7177) (50.2737) SPE =IDRt,t+k - ADRt 0.8506 0.7986 0.8454
(17.1700) (14.885) (28.9119) Adjusted R2 0.7188 0.6088 - Sargan test27 0.6750
m1 0.0002 m2 0.8713
A more appropriate method to deal with the problem of short panel is to use
GMM estimators (Anderson and Hsiao (1981), Arellano and Bond (1991), and Arellano
and Bover (1995)). However, Blundell and Bond (1998) suggest that the standard GMM
can result in large finite-sample biases and poor precision in the estimators when used
with highly persistent data series. They show that these biases could be dramatically
reduced by applying the system GMM proposed by Arellano ad Bover (1995).28
27 The reported p-value indicates that we are unable to reject the validity of the instruments which suggest that these estimates are consistent. 28 Blundell and Bond (1998) show that the biases can be dramatically reduced by exploiting reasonable stationary restrictions on the initial conditions process. These yields a system GMM estimator in which
66
Similarly, Blundell and Bond (2000), Blundell, Bond, and Windmeijer (2000), and
Baltagi (2005) demonstrates that the system GMM produces more efficient results in
finite samples than standard GMM estimators.29 We adopt this method and we report
the results in column three. According to the system GMM approach, the speed of
adjustment is 20.05%.30 This speed is slower than that reported using fixed effects.
Most importantly, all results from the three estimation methods suggest that firms move
towards target capital structure slowly. This evidence is in line with our previous results
from Table 2.3. Thus, our results are robust to various method of estimation. Our
results are similar to those reported by Huang and Ritter who document that the speed of
adjustment on market leverage decays at between 11% and 25% per year which they
interpret as evidence of a slow adjustment.
In summary, we study the determinants of capital structure dynamics in a country
with unique financing arrangements. We report evidence that stock returns are a
primary determinant of capital structure. This evidence is in line with many concurrent
studies such as Chen and Zhao (2005a), Cai and Zhang (2005), and Kayhan and Titman
(2006). The slow adjustment we find is consistent with Jalilvand and Harris (1984),
Fama and French (2002), Baker and Wurgler (2002), Welch (2004), Kayhan and Titman
(2006), Huang and Ritter (2005), and Titman and Tsyplakov (2005). Moreover, we
provide new evidence that firms do try to counteract the mechanistic impact of stock
returns, but do so at a low speed. lagged first-differences of the series are used as instruments for the level equations, in addition to the usual lagged levels as instruments for equations in first-differences (Arellano and Bover (1995)). 29 See Baltagi 2005, Chapter 8 and Xu (2006) for a description of the system GMM. 30 For the US, Lemmon, Roberts, and Zender (2006) find that the speed of adjustment is 35% using firm fixed effects. However, the system GMM shows a much slower speed of adjustment of 21.4%. Likewise, Xu (2006) documents that firms that rebalance over time adjust to their target capital structure slowly at 16% using the system GMM.
67
2.8. Conclusion
We examine the determinants of corporate capital structure in a unique financing
environment. The study has several advantages over earlier studies in the context of the
data used. First, the data avoid the complexity of tax rates faced by previous studies,
and as a result may help us to provide clearer results on the impact of taxes on capital
structure. Second, we introduce new variables that are unique to the country under
analysis. Third, we distinguish between bank and non-bank debt.
Our main findings are as follows. First, we find strong evidence that equity price
shocks have a primary effect on corporate capital structure dynamics. Second, the
average firm in our sample shows some tendency to rebalance their capital structure in
response to shocks in the market value of equity. Still, stock returns exert more
influence on the market leverage ratio compared to the effects of rebalancing. Third,
when included with other proxy variables (e.g., profitability, tangibility, etc.), stock
returns dominate other terms in the regression. Some of the other variables discussed in
the literature have statistical significance; however, the magnitude of their effect on the
debt ratio is modest. For instance, taxes show some incremental explanatory power but
it is far less than the impact of stock return over five years. Fourth, when used with
bank debt, the impact of stock returns continues to subsume other factors. Fifth, we
examine Leary and Roberts findings and we report evidence that adjustment costs are
unlikely to be the main interpretation for our results. Finally, we show that our results
are robust to the adjustments suggested by Huang and Ritter (2005) and Flannery and
Rangan (2006).
68
There are some important differences between the findings of this study and
Welch (2004). First, the impact of stock returns seems to be much less compared to the
US. Similarly, firms appear to have a higher inclination to readjust their capital
structure in Oman. Second, in contrast to Welch, we find short-term debt issuing
activity is the most capital structure relevant corporate activity. Third, we find new
evidence that firms do try to counteract the mechanistic effect of stock return. However,
the speed of adjusting to offset the impact of stock return surprises is slow, with an
average of around 15% per year. Our conclusion is that stock price effects are more
important in explaining leverage ratios than previously identified factors.
In sum, the empirical results highlight the distinctive features of the Omani
business environment and could therefore be of particular value for policy makers. For
example, the apparent narrow choice over sources of finance for corporate investment
should be of interest to policy makers as expansion of these sources may contribute to
economic growth. Second, the limited size of bond market in Oman constrains firm
choices over sources of financing, forcing them to take loans from banks which charge
higher interest rate. The development of a market for corporate bonds will give firms
more room in choosing sources of financing. Thus polices that are concerned with the
development of the bond market may need to be considered if firms are to be
encouraged to optimize their capital structure.
Data availability is a major limitation in capital structure and other finance
studies in emerging markets. For example, the R&D expenditure data are not available
for companies in Oman. Similarly, no data on selling expense are available. There are
also no data on insider ownership and institutional ownership at the firm level. Further,
69
data on adjustment costs proxies such as underwriter spread and credit rating are not
available. Researchers spend a considerable amount of time in data collection and
processing because of the lack of validated databases in emerging markets like Oman.
In future, as more data become available, one could explore additional variables that
may have an impact on capital structure dynamics of firms in Oman.
70
Chapter 3: Ex-Dividend Day Behaviour in the Absence of Taxes and
Price Discreteness
3.1. Introduction
In a frictionless market with no transaction costs and no taxes, the drop in stock
price when a stock goes ex-dividend should equal the value of dividend paid on that
stock. However, it is well documented that on average stock prices do not drop by the
full amount. In particular, numerous studies have shown that stock prices drop by less
than the amount of the dividend. Several interpretations are advanced in the literature to
explain ex-dividend day behaviour. For example, Elton and Gruber (1970) interpret this
as a reflection of the tax differential between dividends and capital gains. Many other
studies share the same interpretation. However, as discussed in Frank and Jagannathan
(1998), the complexity of the U.S. tax system makes it difficult to validate whether this
interpretation is indeed correct.31
Other interpretations include price discreteness, transaction costs and bid-ask
bounce. Bali and Hite (1998) suggest that tick sizes can explain ex-dividend price ratios
which are not equal to one. They argue that the drop in price less than the dividend is
due to discreteness in prices rather than taxes. According to them, because stock prices
trade in discrete ticks but dividend amounts are continuous and, on average, fairly small
in amount, the ex-day premium will be less than one even in the absence of differential
tax rates. Since investors are not willing to pay more than the dividend amount for the 31 For a description of how complex the U.S. tax system, see Callaghan and Barry (2003).
71
dividend received, the ex-day price drop will be rounded down to the nearest tick, so that
the change in stock price on the ex-dividend day is always less than the amount of the
dividend. Similarly, when a dividend received is between ticks, there will be positive
abnormal returns. Frank and Jagannathan (1998) offer another market microstructure
interpretation where they argue that collection and reinvestment is bothersome for
individual investors but not for market makers. In other words, market makers have a
comparative cost advantage to collecting and reinvesting dividends, so they buy shares
before a stock goes ex-dividend and resell them after the stock goes ex-dividend. Most
of the trades occur at the bid price before the stock goes ex-dividend and at the ask price
on the ex-dividend day. The resulting shift from bid to ask causes positive ex-day
returns. In their model, the resulting bid-ask bounce contributes, if not totally explains
the ex-dividend day behaviour.
The third interpretation concentrates on how the interaction of transaction costs,
taxes, and risk impacts ex-dividend day return and trading volume (e.g., Kalay (1982a),
Lakonishok and Vermaelen (1986), Heath and Jarrow (1988), Karpoff and Walking
(1988, 1990), Grammatikos (1989), Boyd and Jagannathan (1994), Michaely and Vila
(1995, 1996), and Michaely, Vila, and Wang (1996), among others). A common
prediction among these papers is that transaction costs and risk exposure inhibit
arbitrage opportunities and dividend capture beyond some point, and consequently in
equilibrium, the drop of stock price on the ex-dividend day may not be equal to the
dividend amount.
In this chapter, we use a unique data set from Oman where the above factors are
either absent or limited. These data offer significant advantages over data used by
72
previous studies. First, the absence of taxation of dividends and capital gains in Oman
provides an ideal opportunity to examine ex-dividend behaviour without any ambiguity
regarding effective marginal tax rates on dividends and capital gains. Hence, these data
allow us to avoid the complexities of the U.S. tax system where the population of US
investors includes many different types of traders subject to a variety of tax structures.
Second, another major advantage of examining ex-dividend behaviour in Oman is that
the confounding effects of stock price discreteness on ex-day behaviour are much
smaller compared to other market where prices are not decimalized (until recently the
minimum tick size was one-eighth of a dollar in the US). Kadapakkam (2000, p. 2843)
states that the “coarseness in U.S. price data hinders the evaluation of the magnitude of
ex-dividend day price drop relative to the typically small quarterly dividends”. Price
discreteness is less of a problem in Oman, because stock prices are decimalized. In
addition, dividends are usually paid once a year in Oman, whereas in many other
countries (e.g., US, UK, Australia) dividends are paid quarterly or semi-annually. These
factors increase the size of the dividends relative to the minimum tick size for the stock
compared to other countries, and this reduces the importance of the tick size as a driver
of ex-day behaviour. Third, transaction costs become more important when dividends
are relatively small, and act like a barrier against short-term trading. However, since
dividends are usually distributed annually rather than quarterly, this suggests that
transaction cost models may not be as important in Oman. Fourth, in addition to daily
stock prices, the data set contains intra-daily data which allow us to directly test the
Frank and Jagannathan (1998) market microstructure model. Because of these data
73
advantages, we can examine the ex-dividend day behaviour in a less noisy and a more
powerful manner than previous studies.
We find that stock prices on ex-dividend days fall by significantly less than the
amount of dividends and ex-day abnormal returns are significantly positive when we use
daily data. We examine whether transaction costs and risk inhibit arbitrage. Our results
show that neither is significant. We also examine abnormal volume around the ex-days
and find a reduction in volume around the ex-day. These results do not support the
short-term trading hypothesis which predicts a positive abnormal volume around the ex-
days. We also test Frank and Jagannathan’s (1998) model which argues that the ex-day
premium deviates from one due to the effects of the bid-ask bounce. This is what we
find. In particular, we find that when midpoint prices are used instead of transaction
prices, stock prices drop by the full amount of the dividend on the ex-day. We also find
that the ex-day abnormal return is insignificantly different from zero. Similar results
emerge from using bid-to-bid and ask-to-ask prices. In general, our results demonstrate
that the microstructure of the Omani stock market explains the ex-day pricing anomaly.
This finding supports the views of Kalay (1982a), Miller and Scholes (1982), Frank and
Jagannathan (1998), and Liano, Hardin, and Huang (2003) who question the importance
of taxes as a key factor driving ex-dividend day pricing.
The remainder of the chapter is organized as follows. Section 3.2 discusses the
relevant theories and empirical literature for this study. This section also summarises
the empirical literature for each of the theories and develops testable hypotheses about
what should happen on the ex-day, according to these theories. In Section 3.2.1, tax
explanations are presented. Transaction cost models are discussed in Section 3.2.2.
74
Section 3.2.3 reviews market microstructure models. Section 3.3 describes the
institutional settings in Oman. It also discusses the specific data sources used in this
chapter, describes our data sample and provides summary statistics. Section 3.4 presents
empirical results and Section 3.5 concludes the chapter.
3.2. Theory, Hypothesis, and Empirical Evidence
As described in Graham, Michaely, and Roberts (2003), the explanation of the ex-
dividend day return can be categorized into three groups: pure tax explanation,
transaction costs and risk, and market microstructure. We next review each group in
details.
3.2.1. Tax Explanations
An investor who has decided to sell his stock in a corporation faces a timing
decision of whether to sell on the cum-day or the ex-dividend day. If a US investor
decides to sell his stock on the cum-day, he receives the cum dividend price (Pcum) and
he pays tax at the capital gain tax rate (tg) on excess of the cum dividend price over the
original purchase price of the stock (Po). If he were to sell on the ex-dividend day, he
receives the ex-dividend price (Pex), and pays tax on the excess of the ex-dividend price
over the original purchase price of the stock at the capital gains tax rate. In addition, on
the ex-dividend day he will receive the dividend (D) and pays tax at the ordinary tax rate
(to). For him to be indifferent between selling stocks on or before the ex-dividend date
Elton and Gruber (1970) show that,
75
)1()()( ooexgexocumgcum tDPPtPPPtP −+−−=−− (3.1)
Rearranging equation (3.1), we obtain
g
oexcum
tt
DPP
−−
=−
11
(3.2)
The left-hand-side of this expression is called the ex-day premium or the dividend drop
off ratio. This ratio will be referred to as the ex-day premium henceforth. The right-
hand-side variable captures the differential tax treatment of dividends versus capital
gains and is called the ex-day tax preference ratio (Chetty, Rosenberg, and Saez (2005)).
Elton and Gruber (1970) argue that equation (3.2) can be used to infer clientele effects
(originally proposed by Miller and Modigliani (1961)); if investors with high marginal
tax brackets hold low dividend yield stocks, then these stocks should have relatively
small premiums, reflecting the tax bracket of their median shareholder. Equation (3.2)
predicts that the higher the dividend yield, the higher the premium. This is the intuition
underlying the tax clientele hypothesis.
For the case of Oman, there are neither taxes on dividends nor on capital gains,
therefore tg and to in equation (3.1) is zero and it simplifies to:
DPP excum += (3.3)
Rearranging terms:
1=−
DPP excum (3.4)
Based on the above equation, the premium is expected to be equal to one: the price drops
by the exact amount of dividends.
Hypothesis 1: we expect the ex-dividend day premium to be one in the case of Oman.
76
3.2.1.1. Empirical Evidence
In one of the earliest published studies on ex-dividend day pricing, Campbell and
Beranek (1955) document that ex-dividend behaviour of stock prices has an impact on
the portfolio decisions of investors. They report evidence that on average, ex-day stock
prices drop by less than the amount of dividends. Barker (1959) and Durand and May
(1960) report similar results. Elton and Gruber (1970) provide more detailed evidence
of a tax differential effect and of a tax-induced clientele. Using U.S. data for the period
April 1966 to March 1967, they document a premium of 0.78. In addition, they report
evidence that the premium on the ex-day is positively associated with the dividend yield.
In fact, for the highest yielding decile of stocks, the price actually drops more than the
amount of dividend. Their conclusion about the importance of tax effects is confirmed
by Barclay (1987), who presents evidence that the ex-day premium is equal to one prior
to the adoption of income taxes in 1913. He also documents that the amount of stock
price decrease is approximately equal to one for all dividend yield levels. He interprets
these results to support the hypothesis that in the pretax period investors viewed
dividends and capital gains to be perfect substitutes and that differential tax rates on
dividends and capital gains have caused investors to discount the value of taxable cash
distributions relative to capital gains. Poterba (1986) re-examines the ex-day price drop
for two classes of Citizens Utilities originally studied by Long (1978), one of which
distributed only a cash dividend while the other distributed only a stock dividend of
equal size. He documents that the ex-day drop for cash dividend shares’ is only 77% of
the dividend yield. The ex-day drop for stock dividends is 97% of the dividend yield.
77
On average, the fall in stock price on the ex-day is the same the value of dividends for
stock dividends. This evidence is consistent with the tax hypothesis.
Further evidence of the tax affect is reported by Callaghan and Barry (2003)
who examine ex-dividend day trading of American Depositary Receipts using a sample
of 1,043 dividends over the period 1988 to 1995. They report evidence that is consistent
with tax-motivated trading. Recently, Elton, Gruber, and Blake (2005) analyze the ex-
day pricing under different tax regimes of two mutual funds for the 1988-2001 period.32
What makes their sample interesting is that it contains a set of securities (municipal
bond funds) for which the ex-dividend price drop should be greater than the dividend if
taxes matter as well as a set of securities (taxable bonds) for which the drop should be in
general less than the dividend. For taxable closed ended mutual funds, they report
evidence that drop in price on the ex-date is smaller than the amount of dividends when
dividends are taxed higher than capital gains. In the case of non-taxable closed end
municipal bond funds, they document that stock prices drop by more than the amount of
dividends on the ex-date. This is consistent with a tax argument and inconsistent with
the standard microstructure arguments. For the case where dividends and capital gains
are taxed at the same rate, they find that stock prices fall by the exact amount of the
dividend. Their findings are consistent with the hypothesis that taxes determine the
value of dividends relative to capital gains.33
32 Elton et al. (2005) test whether the observed drop off is greater than one, however this is a rather weak test because their theoretical model makes predictions as to what the drop off ratio should be, given the capital gains tax rate. A test of whether the observed drop off was equal to the predicted drop off would be a much stronger experiment. 33 Jain (2006) re-examines Elton et al. (2005) results and finds that ex-day price changes of closed-end funds are not always consistent with the tax hypothesis. He shows that the ex-dividend day drop off ratios and ex-day abnormal returns do not vary significantly from one tax regime to the next.
78
In a similar vein, Li (2005) examines whether institutions and individuals react to
ex-dividend events and how their reaction impacts ex-day excess returns. The results
show that both type of investors trade around ex-days to relieve their tax burdens. The
results reported are consistent with differential taxation of dividends and capital gains
influencing the ex-day price behaviour. Dhaliwal and Li (2006) analyze the effect of the
interaction between dividend yield and institutional ownership on excess trading volume
around ex-dividend days. They hypothesize that ex-dividend day trading is motivated
by tax heterogeneity among investors. Their cross-sectional tests provide strong support
for their hypothesis. Brown and Zhang (2006) provide further evidence supporting the
tax explanation. They examine the effect of the 2003 dividend tax cut which removes
the preferential tax treatment of capital gains over dividends. Consistent with the tax
hypothesis, they find that the ratio of the change in price over the dividend on the ex-day
increases significantly from 0.749 in 2002 to 0.946 in 2004, which is close to one as
predicted by the Elton and Gruber (1970) when there is no differential taxation between
dividends and capital gains. They also find that the average ex-day abnormal return of
taxable distributions decreases after the tax cut. Whitworth and Rao (2006) test the tax
explanation of the ex-day stock price behaviour over a continuous sample period dating
back to the inception of income tax. They find that ex-day price changes are related to
personal dividend and capital gains tax rates in the manner suggested by Elton and
Gruber. Similar to Elton and Gruber (1970), they also find that tax clienteles exist and
that they influence ex-dividend stock price behaviour. Graham and Kumar (2006)
investigate the trading behaviour of more than 60,000 households. Their results are
consistent with dividend clienteles.
79
Tax-related behaviour has also been tested as an explanation of ex-dividend day
behaviour in countries other than the U.S, but with mixed success. In Canada,
Lakonishok and Vermaelen (1983) use the Elton and Gruber (1970) approach to study
the effect of major tax reform on the ex-day behaviour. They find that the ex-day drop
was less correlated to dividend yields and was not affected by the change in taxation
differences of ordinary income and capital gains. They conclude that the effects are
more likely to be a short-term trading effect than a tax clientele effect. Booth and
Johnston (1984) extend the work of Lakonishok and Vermaelen (1983) and investigate
ex-dividend day behaviour using the Elton and Gruber methodology over four distinct
tax regimes between 1970 and 1980. They provide evidence of equity pricing with a
premium that is significantly less than one. However, unlike Elton and Gruber (1970),
they were unable to find any evidence of a tax driven clientele effect with respect to
investors’ preference for dividend yield. More recently, Dutta, Jog, and Saadi (2005) re-
examine ex-dividend day price and volume behaviour in the Canadian stock market.
Unlike previous studies, they provide evidence on the co-existence of both tax and short-
term trading effects. By examining the abnormal returns as well as abnormal volumes
around ex-day, they find strong evidence of short-term trading which is consistent with
the dividend capturing activities around the ex-dividend day.
Bartholdy and Brown (1999) examine the same issues using data from New
Zealand where companies could pay either or both taxable and nontaxable dividends.
They report evidence consistent with the presence of a tax clientele effect. In a
comprehensive empirical analysis of stock price behaviour around the ex-day in Japan,
Kato and Loewenstein (1995) find that tax considerations associated with dividends are
80
able to explain the ex-day behaviour. However, the tax effect appears to be of secondary
importance. Hietala (1990) analyzes the stock market in Finland, which has a tax
structure similar to the post 1987 U.S. system, and documents price movements
consistent with the tax clientele hypothesis.
Further evidence supporting the tax interpretation is provided by McDonald
(2001) who examines ex-dividend day behaviour in Germany which has an imputation
dividend system. He finds that the ex-day price drop of German stock is approximately
126% of the value of dividend, thereby concluding that the market values the tax credit
at about 50% of the amount of credit. This supports the tax-based interpretation. For
the U.K., Bell and Jenkinson (2002) investigate the effects of a July 1997 tax reform
under the imputation system and report evidence that taxation affects the valuation of
companies, and that pension funds were the effective marginal investors for high-
yielding companies. In a similar environment, Bellamy (1994) examines the imputation
system in Australia. He also finds evidence consistent with the tax hypothesis. Clarke
(1992) also investigates the ex-dividend day behaviour for Australia and reports similar
results to Bellamy (1994). Prior to the imputation, Brown and Walter (1986) report an
average drop off ratio of 0.74 suggesting that the Australian stock market has been
discounting dividends to capital gains by approximately 25%. They report weak
evidence that the drop off ratio is related to the dividend yield. They conclude that
several confounding effects and the wide dispersion of tax status in Australia prevent
them from concurring with the tax clientele hypothesis.
Green and Rydqvist (1999) took advantage of Swedish lottery bonds to examine
the ex-day affects. In this environment, cash distributions are tax advantaged relative to
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capital gains. In addition, there are barriers to short-term trading. They find that the
ratio of price drop to coupon averages 1.30 for Swedish Lottery bonds, implying that the
relative tax advantage of coupons relative to capital gains are impounded into bond
prices. Green and Rydqvist (1999) conclude that bonds are priced around the ex-day to
reflect the differential tax rates on income and capital gains. Florentsen and Rydqvist
(2001) find a premium greater than one for similar lottery bonds in Denmark. Michaely
and Murgia (1995) investigate the effect of taxation on stock price and trading volume
around the ex-day in Italy. By examining block trading activity, they present evidence
consistent with tax-related trading around the ex-dividend day. As predicted by a tax
effect hypothesis, abnormal volume is higher for securities with greater tax
heterogeneity. In addition, trading activity is higher for stocks with lower transaction
costs. Lasfer and Zenonos (2003) investigate the ex-dividend behaviour in four
European countries namely France, Germany, Italy and U.K. They provide evidence
that supports the tax hypothesis. Milonas, Travlos, Xiao, and Tan (2006) study ex-
dividend day price behaviour in China where dividends can be either taxable or non-
taxable. For the non-taxable sample, they find that stock prices fall by an amount that is
not statistically different from the dividend. For taxable stocks, stock prices of small
dividend yield stocks drop proportionally to the dividend paid, while the price
adjustment for large dividend yield stocks depends on the effective tax rate of dividend
income. The overall findings are consistent with the tax hypothesis.
On the other hand, some studies directly challenge the tax-based interpretations
of ex-dividend day behaviour. For example, Eades, Hess, and Kim (1984) find that
abnormal rates of returns were not confined to taxable distributions. For instance, non-
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taxable stock dividends and splits were found to offer positive abnormal returns over the
ex-dividend day period. Similarly, Woolridge (1983) and Grinblatt, Masulis, and
Titman (1984) also report positive excess returns on the ex-days of non-taxable stock
distributions. Likewise, Shaw (1991) reports evidence of positive abnormal returns for
the days preceding the ex-day and negative excess returns on the ex-day and for the
following days for non-taxable master limited partnership distributions. They also find
that dividend yield is negatively correlated with the ex-day price movements and
positively correlated with abnormal volume. These results question whether the price
and volume reactions observed around the ex-day are totally tax motivated.
Evidence against the tax-based explanation is not confined to the U.S. For
example, Kadapakkam and Martinez (2005) examine ex-dividend day behaviour in
Mexico where the tax laws are such that a dividend imputation system is in place and
capital gains on stock market transactions are tax free. They find positive abnormal ex-
day return which is inconsistent with the tax-based explanation. In a similar vein,
Daunfeldt (2002) analyzes how changes in the Swedish tax system have influenced
stock prices and trading volume around the ex-dividend day. His findings are
inconsistent with the tax clientele hypothesis. The results are not all together supportive
of the short-term trading hypothesis as they do not confirm the positive association
between abnormal volumes and dividend yields. Weak evidence for tax based
explanations is reported also by Hu and Tseng (2004) who examine order flows around
ex-dividend dates using a unique data set from Taiwan stock exchange where the tax
code allows them to separate the tax hypothesis from other explanations. They report
weak evidence in favour of the tax hypothesis and strong evidence that tax-neutral
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institutions play the role of short-term arbitrageurs around ex-dividend dates; they buy
before the ex-date and sell afterwards. Milonas and Travlos (2001) also report results
that are at odds with the tax interpretations. They examine the ex-dividend day stock
behaviour in the Athens stock exchange where neither dividends nor capital gains are
taxed. They report a premium less than one which can not be attributed to tax effects.
3.2.2. The Interactions of Taxes, Transaction Costs and Risk
Kalay (1982a) argues that the tax hypothesis has a major flaw because it is
consistent with positive trading profits for various short-term traders. By focusing on
the impact of transaction costs, Kalay shows that, in a world of certainty, investors not
subject to differential taxation of dividends and capital gains, referred to as short-term
traders, will capture dividends and eliminate any excess returns on the ex-dividend
day.34 In this case, ex-day returns, if any, will reflect transaction costs of short-term
traders. Kalay’s argues that ex-dividend day premium is bounded by transaction costs:
⎟⎟⎠
⎞⎜⎜⎝
⎛+≤
−≤⎟⎟
⎠
⎞⎜⎜⎝
⎛−
cum
excum
cum PD
DPP
PD αα 2121 (3.5)
where 2α represents transaction costs of a round trip. The above equation gives the
range, in the presence of transaction costs, in which the ex-day premium can be situated
without profitable arbitrage opportunities arising for any investor. As can be seen, if
transaction costs are zero, the premium would be constrained to unity. The allowable
range of the premium which is consistent with the no profit opportunities is inversely
34 Elton, Gruber, and Rentzler (1984) argue that when Kalay estimated the transaction costs of trading securities, he omitted several important components, including transfer taxes, registration fees, clearance costs, and bid-ask spreads. They claim that when all costs are considered, transaction costs prevent even the lowest costs traders from affecting the ex-dividend day price through short-term trading.
84
proportional to the dividend yield, with the range of variation being narrower when the
dividend yield is greater. Consequently, the presence of transaction costs might result in
the ex-dividend premium deviating from one without the possibility of arbitrage. Koski
(1996, p. 318) succinctly observes, “Short-term traders can eliminate abnormal ex-
dividend returns caused by tax clientele trading only up to the bounds imposed by
transaction costs”.
Another factor that may inhibit arbitrage is the uncertainty about the ex-dividend
day price. In this regard, Heath and Jarrow (1988) demonstrate that when arbitragers are
uncertain whether the change in price from the cum-day to ex-day will be above or
below the dividend, then the equilibrium premium may deviate from one. They argue
that the actual ex-day price drop is unknown and short-term trading around the ex-day is
risky. Michaely and Vila (1996) show that this risk is not trivial. Their analysis implies
that ex-dividend day returns must include a risk premium. Boyd and Jagannathan
(1994) allow for the risk by adding a risk premium to the discount rate when they model
the ex-dividend day return.
3.2.2.1. Empirical Evidence
There is extensive empirical evidence that is consistent with transaction cost
models. Numerous studies document that the premium is closest to one and abnormal
ex-day volume is highest among high dividend yield and low transaction cost stocks.
This evidence is in line with arbitrage or dividend capture activity. In this regard,
Grundy (1985) investigates both prices and trading volume around ex-days to
distinguish between tax-clientele effects and short-term trading (as cited in Koski and
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Scruggs (1998, p. 59)). He reports evidence of positive abnormal volume on and around
the ex-day. Similarly, Lakonishok and Vermaelen (1986) find that trading volume
increases significantly around the ex-dividend day. They document that abnormal
volume is highest among high dividend yield stocks and that it increased after the
reduction in transaction costs as measured by commissions. They interpret this as an
evidence of the presence of short-term traders. Grammatikos (1989) confirms the
importance of short-term trading by reporting that the average market-adjusted ex-
dividend day return after the introduction of the U.S. 1984 Tax Reform Act is
significantly lower than before the Act. The increased premium is consistent with the
inability of short-term traders to remove all risk of engaging in dividend trading strategy.
Karpoff and Walking (1988) provide further support for the short-term trading
hypothesis. Using four proxies for transaction costs, they find that excess ex-day returns
are positively related to transaction costs. They also find that this relationship primarily
exists among high yield stocks and after the introduction of negotiated commissions. In
a follow-up paper, Karpoff and Walking (1990) examine the relationship between
trading costs and ex-day behaviour for NASDAQ firms. They document that ex-day
returns increase in transaction costs, as measured by the bid-ask spread. They also find
that this relationship becomes stronger as the dividend yield increases, and is most
significant in high yielding stocks. In a similar vein, Michaely and Vila (1995) report
evidence of positive abnormal trading volume around the ex-dividend day. In a
subsequent study, Michaely and Vila (1996) show that risk and transaction costs reduce
the volume of trades around the ex-dividend date, while heterogeneity in investors’ taxes
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increase volume.35 Eades, Hess, and Kim (1994) and Naranjo, Nimalendran, and
Ryngaert (2000) also report evidence that dividend capturing is affecting ex-day returns.
Prices adjust to a full ex-dividend drop off in the most liquid, highest yielding stocks,
which are the securities arbitrageurs and dividend capturers are most likely to trade, and
an incomplete drop off is found in stocks that are less likely to be traded. Further
evidence on the presence of short-term traders is provided by Koski and Scruggs (1998)
who analyze the identity of traders around ex-dividend days and find strong evidence of
dividend capture trading by security dealers, some evidence of corporate dividend
capture trading, but little evidence of tax clientele trading.
On the other hand, Poterba and Summers (1986) analyze short-term trading
activity in the U.K. by comparing ex-day returns before and after the introduction of
legislation against dividend capture and provide weak evidence of this activity. Lasfer
(1995b) extends the work of Poterba and Summers (1986) and investigates the relevance
of short-term trading to the U.K. He concludes that “unlike the U.S. market, ex-day
returns in the U.K. are not affected by short-term trading”. In contrast, he shows that
taxation regime in the U.K. does affect ex-dividend day prices. Using Canadian data,
Athanassakos and Fowler (1993) test the short-term trader hypothesis employing a
modified version of the model of delay and acceleration of trade over different tax and
transaction costs regimes from 1970 to 1984. Their findings are consistent with short-
term trading hypothesis where short-term traders transact around ex-dividend days with
35 In a related vein, Admati and Pfleiderer (1988) and Foster and Viswanathan (1990) develop models which predict that trading costs are low when trading volume is high. Foster and Viswanathan (1993) find that for actively traded firms, trading volume is low and adverse selection costs are high on Monday which is consistent with the predictions of the Foster and Viswanathan (1990) model.
87
the intention of capturing or avoiding dividends, subject to the prevailing tax and
transaction cost regime.
3.2.3. Market Microstructure Theories
These theories argue that taxes are not the main driver of ex-dividend day
behaviour. Rather, ex-dividend day behaviour can be explained by market frictions such
as price discreteness and bid-ask bounce. Focusing on price discreteness, Bali and Hite
(1998) argue that if share prices are constrained to trade in discrete ticks while dividend
amounts are continuous, then the ex-dividend premium can not, in most cases, be equal
to the dividend amount. They claim that the market always will round down the value of
the dividend to the tick just below the dividend. Bali and Hite argue that differential
taxation is not necessary to explain why observed ex-day premium are, on average, less
than one. According to them, price discreteness can explain whether premium is less
than one and when positive ex-day returns are observed.
Bali and Hite imply that the greater the tick size, the further from one the
premium will be. This suggests that the tick size is not important in Oman as stock
prices have been decimalized; the tick size is RO 0.01. In fact, Graham et al. (2003) test
the Bali and Hite argument after decimalization and they report evidence that the tick
size is not an important driver of ex-dividend day behaviour. Kadapakkam and Martinez
(2005) also suggest that the tick size effect is not applicable in countries where stock
prices are decimalized.
Another market microstructure model is proposed by Frank and Jagannathan
(1998). In their model, buyers and sellers find dividends to be a nuisance because of
88
their collection and reinvestment and therefore of less value than they are to market
makers. Market makers, for whom collection costs are lower, will buy shares before a
stock goes ex-dividend and resell them after the stock goes ex-dividend. Most of the
trades occur at the bid price before the stock goes ex-dividend and at the ask price on the
ex-dividend day. This results in stock prices rising on average on ex-dividend days quite
independent of the amount of dividend, with the rise being related to the magnitude of
the bid-ask spread. In other words, the bid-ask price movement can lead to premiums
less than one and positive ex-dividend day returns that are positively associated with the
magnitude of the bid-ask spread.36 As described in Graham et al. (2003) and Cloyd, Li,
and Weaver (2004), the Frank and Jagannathan model implies that, if price are measured
at the midpoint of the bid-ask spread, the premium should be one or close to one
compared to when it is measured with closing prices.
Hypothesis 2: we expect the premium to be closer to one when we measure it using the
midpoint of the bid-ask spread. Likewise, we expect the ex-day returns to be closer to
zero when measured using the midpoint of the bid-ask spread.
3.2.3.1. Empirical Evidence
Using a sample of stocks from NYSE and AMEX, Dubofsky (1992) provides
evidence that ex-dividend day excess returns arise from the mechanics of NYSE Rule
118, AMEX Rule 132, and the fact the prices constrained to discrete tick multiples.
36 Frank and Jagannathan (1998) report evidence consistent with their argument on Hong Kong, where the average premium was approximately one-half during 1980-1993, even though there are no taxes on dividends and capital gains. Kadapakkam (2000) strengthens this argument by documenting that after Hong Kong switched from physical settlement procedures to electronic settlement, which enabled short-term arbitrage trades, ex-day abnormal returns were no longer significantly different from zero.
89
They find that abnormal ex-day returns are induced by rules, which dictate that
specialists lower all outstanding limit buy orders by the dividend. Overall, Dubofsky
(1992) results support the hypothesis that market microstructure affects ex-dividend day
returns.
Jakob and Ma (2004) conduct direct empirical tests of Bali and Hite (1998) and
Dubofsky (1992) models in which market microstructure affect the ex-day price
behaviour. They test these models by examining the ex-day price drop during the one-
eighth, one-sixteenth, and decimal tick size regimes. They report that as discreteness is
eliminated the price drop anomaly actually increases. In addition, they find that for the
most common dividend amounts, the ex-day price drop is just as likely to be the tick
above the dividend as to be the tick below the dividend. This is evidence against the
Bali and Hite (1998) model which predicts that the ex-day price drop will always equal
the tick below the dividend. In a subsequent paper, Jakob and Ma (2006) devise a new
approach to determine whether microstructure or taxes influence ex-dividend day prices
changes. They base their analysis on the techniques employed by Fama and French
(1992) that investigates whether beta or other factors explain the cross-section of
expected stock returns. They find that within a tick multiple, as dividend size increases,
dividends yields increase, but the premium decreases. For dividends that are less than a
tick, they find no relationship between the premium and dividend yield, and for
dividends that are less than half a tick, the premium is higher than one. These results are
qualitatively consistent with Dubofsky’s argument that the limit order mechanism
affects ex-day price behaviour.
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Further evidence consistent with the limit order market microstructure model is
reported by Jakob and Ma (2005). Jakob and Ma examine the ex-day behaviour for
stocks on the Toronto Stock Exchange (TSX). In contrast to the NYSE, the TSX does
not automatically adjust limit orders on the ex-dividend date. They document that the
lack of an automated TSX limit order adjustment is consistent with the unusually small
ex-day premium in Canada. All of these papers support Dubofsky’s findings that the
limit order adjustment mechanism is affecting the ex-day behaviour.
Graham et al. (2003) also examine the effect of tick size reduction on the ex-
dividend price drop in the US. Similar to Jakob and Ma (2004), they find that the
premium fell as the pricing grid changed from 1/8 to 1/16 to decimals. They interpret
this as evidence against the ex-day premium deviating from one due to price discreteness
and bid-ask bounce. Their results also are inconsistent with an implication of the
transaction cost models. Graham et al. (2003) find evidence consistent with the original
Elton and Gruber tax hypothesis. They find that the ex-day premium fell in conjunction
with the 1997 reduction in capital gain tax rates. They conclude that their results
support the tax-effect explanation.
Cloyd et al. (2004) study the joint effects of prices discreteness and taxation on
ex-dividend day returns using a longer time period than Graham et al. (2003) and Jakob
and Ma (2004). Their findings are in contrast to Graham et al. (2003) and Jakob and Ma
(2004). In particular, they find that decimalization significantly decreased the
relationship between dividend yield and ex-day abnormal returns which is consistent
with microstructure-based arguments that price discreteness is at least partially
responsible for positive ex-day abnormal returns. Moreover, they find that equalization
91
of the Federal statutory tax rates on dividend income and long-term capital gains in May
2003 further reduced the relationship between dividend yield and ex-day abnormal
returns. They interpret this as evidence that is consistent with the tax hypothesis. In
general, their findings indicate that both price discreteness, differential taxation and
transaction costs all play a role in determining ex-dividend day stock price behaviour.
3.3. Oman Stock Market: Institutional Aspects
3.3.1. Trading Rules and Practices
Trading in the MSM was computerized in 1997. MSM is a pure auction market
where trades are facilitated through brokerage firms. It is very different from the NYSE
in that there are no specialists or market makers. Trading in the market is conducted by
stockbrokers, who can not trade on their own account, which means that they have no
role in setting cum- and ex-day prices. Orders are initiated from brokerage firms via
computer terminals in their offices or on the exchange floor. Brokerage firms match buy
and sell orders. Investors intending to buy or sell stocks execute their transactions
through these brokerage firms that charge them a commission or transaction fees. The
minimum fee that can be charged by a brokerage firm is 0.4% and the maximum is
0.75% (0.015% of the fee is revenue for the MSM).
As Oman is a petroleum producing country, taxes play a minor role in generating
income for the economy. As a result, shareholders are not subject to any taxes on
dividends. Likewise, there are no taxes on capital gains. The only taxes are the 12% flat
tax rate on corporate income. This makes Oman taxing system one of the simplest in the
world.
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During the period of study a number of trading rules and practices were
effective; (1) trades are cleared in three days after the day of transaction, (2) a tick size
of RO 0.01 for all shares traded, (3) short selling of securities is not permitted, and (4)
there are no derivative securities such as options and futures.
3.3.2. Dividends
Firms listed at the MSM distribute dividends in two forms namely, cash
dividends and stock dividends. Paying dividends in one form or another is not
compulsory. If the board of directors proposes to distribute dividends, the details must
be published in the daily newspapers. The proposed dividend is subject to the final
approval of shareholders at the Annual General Meeting (AGM). Generally, most
dividend propositions are accepted at the AGM as the board of directors usually
represents the majority of the share capital. The date when the AGM is held is the
record date. Investors whose names are recorded as stockholders on this date are
entitled to receive the declared dividend. The following date is the ex-dividend date.
Firms usually pay dividends once a year. Some firms complement their cash dividends
with stock dividends.
3.3.3. Data
Our sample consists of the universe of Omani stocks paying cash dividends
between January 1, 1997 and July 31, 2005. All cash and stock dividends and their cum-
dates and ex-dates are obtained from the Muscat Depositary and Registration Company
Database. We have two sources of stock prices data, namely MSM prices and RASP
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(Research Application Service Provider) database.37 The MSM provided us with the
stock price data, volume data, and the MSM index from 1997 to July 2005. The RASP
database covers Oman for the period 1997 to June 2003. Similar to MSM data, the
RASP database contains daily stock price data, volume data, and the MSM index. In
addition, the RASP database contains intra-daily data for the same period. To maintain
accuracy, the data supplied by the MSM were randomly selected and compared with the
prices provided by RASP; the comparison reveals no difference. As MSM data covers a
longer period, we decide to use the MSM data as the main source of data for this
chapter. However, we also use the intra-daily data from RASP to examine Frank and
Jagannathan market microstructure model.
We restricted attention only to cash dividend payments in this sample period. To
avoid potential confounding effects of other announcements, a concern first raised by
Miller and Scholes (1982), an ex-dividend day is excluded if it coincides with other
corporate events such as stock dividends, splits, or subscription rights. Also, if a
security did not trade on its ex-dividend day, that observation is eliminated from the
sample. The premium is notorious for its extreme values so it is trimmed by excluding
0.5% of the upper and lower values. This filter ensures that our results are robust and
not driven by outliers. The final sample contains 507 cash dividend distributions. The
annual number of observations varies from a low of 50 to a high of 105.
37 The RASP database is supplied by SIRCA (Securities Industry Research Center of the Asia-Pacific). SIRCA is an industry-sponsored financial markets research center consisting of a consortium of Australian universities. SIRCA receives MSM data from Reuters.
94
Table 3.1. Sample Characteristics The sample contains 507 observations for all cash dividend paying firms listed on the MSM during the period from January 1997 to July 2005. The stock price (Pc) denotes the stock price on the cum-day. D denotes the dividend per share.
Statistic Dividend (D, RO) Stock Price (Pcum, RO) Dividend Yield
(D/Pcum) Mean 0.1760 2.7963 0.0735
Median 0.1300 2.2500 0.0615 Standard Deviation 0.1468 1.8681 n/a
Minimum 0.0200 0.3900 0.0129 Maximum 1.0000 11.2100 1.1223
Table 3.1 describes the sample. The average dividend is RO 0.176 and the
average stock price on the cum-day is RO 2.8. The average dividend yield is 7.35%
which is much higher than many countries such as the U.S. (e.g., Lakonishok and
Vermaelen (1986) and Graham et al. (2003)) and Hong Kong (e.g., Frank and
Jagannathan (1998) and Kadapakkam (2000)). This is, however, not surprising since
dividend are not paid annually in these countries.
3.4. Empirical Results
3.4.1. Price Behaviour on Ex-Dividend Day
Table 3.2 presents summary statistics for ex-day premium. We calculate the
premium using close cum-day prices and open ex-day prices. The price adjustment
between the cum- and the ex-day should occur between the cum-day close and the ex-
day open. Measuring the premium using the opening ex-day price rather than ex-day
close can eliminate noise associated with daily price movements. Elton and Gruber
(1970) suggest that opening price is not a market price, but reflects the specialists’
adjusted closing price. While this is not a factor on the MSM, we also provide the
95
premium using closing prices on both cum and ex-dividend days, both adjusted and
unadjusted for MSM market movements. We adjust the closing prices using the same
approach used by Elton et al. (2005) and Jakob and Ma (2006). The market adjustment
is designed to compensate for returns during the ex-dividend day.
In all three cases, we test the null hypothesis that the premium is equal to one
(Hypothesis 1). The results show that in all cases the premium is significantly less than
one. This implies that the average decline in the stock price on the ex-dividend day is
less than the dividend per share. The average decline in stock price on the ex-dividend
day ranges from 0.65 to 0.69. This evidence is consistent with previous findings by
Frank and Jagannathan (1998) on Hong Kong which has similar tax treatment for
dividends and capital gains as in Oman and Milonas and Travlos (2001) on the Athens
Stock Exchange where taxes on dividends and capital gains are also absent.
Table 3.2. Premium Summary Statistics The sample consists of 507 observations for all cash dividend paying firms listed on the MSM during the period from January 1997 to July 2005. The premium is defined as (Pcum - Pex )/ D. T-statistics are for the null hypothesis that the mean premium is equal to one. Adjusted premium uses the MSM index.
Unadjusted Adjusted Statistic Close-Open Close-Close Close-Close Mean 0.6460 0.6919 0.6628
T-statistic -4.8474 -4.1668 -4.5426 Median 0.2500 0.4000 0.3917
Minimum -5.1667 -5.1667 -5.0428 Maximum 13.7000 13.7000 13.7403
3.4.2. Abnormal Returns on Ex-Dividend Day
Although premium measures are intuitively appealing, they suffer from
heteroscedasticity (See Eades et al. (1984), Lakonishok and Vermaelen (1986), Barclay
96
(1987), and Michaely (1991)).38 The heteroscedasticity problem is caused by the fact
that price changes are divided by dividend amounts which are not equal across
securities.39 Our second measure of ex-day price change, AR, avoids this problem. The
ex-day raw return is (Pex – Pcum + D)/Pcum such that, if the price drops equal D, then the
raw return is zero. Following Graham et al. (2003), Liano et al. (2003), and Cloyd et al.
(2004), we calculate the ex-day abnormal return (AR) as
AR = ),(,
,,it
itcum
ititcumitex REP
DPP−
+− (3.6)
where E(Rit) is the expected return for firm i on event day t, as calculated from the
market model:
).)(()( ftmtititit RRERE −+= βα (3.7)
where E(Rmt) is the expected return on the market at time t and Rft is the risk-free rate of
return at time t. We use the MSM value-weighted return as a proxy for the market
return and one-month rate of Treasury bills as a proxy for the risk-free rate.40 We
estimate the parameters for the market models using daily returns from -240 through -41
relative to the ex-dividend day.
Table 3.3 presents the results for abnormal returns on the ex-dividend day. We
are testing the null hypothesis that the abnormal return on the ex-dividend day is zero.
Our results show that the mean abnormal returns are significantly greater than zero. In
particular, we find that the average abnormal return on the ex-day is 4.45% which is
38 A complete discussion of the problems caused by heteroscedasticity in the price change to dividend ratio is contained in Michaely (1991). 39 Clustering is not an important issue for our sample as there are very limited cases where firms go ex-dividend on the same calendar date. 40 The risk-free rate of return is obtained from the Central Bank of Oman.
97
highly significant with a t-statistic of 7.50. The median abnormal return is 3.43%.
These abnormal returns are substantially higher than those reported by Graham et al.
(2003) for the U.S. and by Lasfer and Zenonos (2003) for France, Italy, Germany, and
U.K. However, this is not surprising since dividend yields are much lower in these
countries. In general, these results are similar to those reported by Eades et al. (1984),
and Grinblatt, Masulis, and Titman (1984) who document abnormal return behaviour
around ex-days of non-taxable distributions such as stock splits and stock dividends.
Table 3.3. Ex-Day Abnormal Returns Summary Statistics The sample includes 507 observations for all dividend cash paying firms listed on the MSM during the period from January 1997 to July 2005. The Ex-Day Abnormal Return is defined as ((Pex – Pcum + D)/Pcum) – ER, where ER is the expected return defined by the Market Model. T-statistic is for the null hypothesis that the mean abnormal return is equal to zero. Statistic Ex-Day Abnormal Return Mean 0.0445 T-statistic 7.5008 Median 0.0343 Minimum -0.4420 Maximum 1.1208
As a robustness check and to test the sensitivity of our results to beta estimation,
we calculate abnormal return, ARit, by subtracting the market’s (MSM) daily return, Rmt,
from the observed stock’s return over a given period t. That is,
mtitit RRAR −= (3.8)
Under this technique, stocks are assumed to have a beta of 1.0.
Our result from employing this approach is very similar to those reported previously. In
particular, we find that the ex-day abnormal return is 0.0482 with a t-statistic of 7.2751.
98
A possible explanation behind the positive abnormal returns (and premium less
than one) may be market frictions. However, the tick size effect proposed by Bali and
Hite (1998) is not applicable, since stock prices are decimalized in Oman. However, we
examine whether the bid-ask bounce drives our results in a section below.
3.4.3. Transaction Costs and Risk
Since abnormal returns are not eliminated, the implication is that arbitrage may
be inhibited by transaction costs and risk. To examine this issue, we run the following
regression model:
AR = iMiiCUMii ePDVYLD ++++ σσββββ ε //1 3210 (3.9)
Where,
ARi: is the abnormal return as estimated in equation (3.6),
DVYLDi: the dividend yield for stock i,
1/PCUMi: the inverse of stock i’s closing price on the last cum dividend day as a proxy for
transaction costs,
Mii σσε / : the standard deviation of the residuals from estimating equation (3.7),
normalized by market risk (a proxy for idiosyncratic risk).
Kalay (1982a) argues that stock prices should drop by the full amount of the
dividend. Otherwise, short-term traders, who face no differential taxes on dividends
versus capital gains, could make excess returns. On the other hand, transaction costs
could inhibit the ability of short-term traders to make arbitrage profits. Higher
transaction costs should act like a barrier against short-term trading in the period around
the ex-dividend day, and thereby reduce the volume of trading and the ex-dividend day
99
premium. To capture this affect, we follow previous research (e.g., Karpoff and
Walking (1988), Naranjo et al. (2000), and Cloyd et al. (2004)) and include the inverse
of the closing stock price on the last cum-dividend day (1/Pcum) as a proxy for
transaction costs. Previous studies report evidence of a positive association between ex-
day abnormal returns and transaction costs which is usually interpreted as evidence of
dividend capture. This is because transaction costs prevent ex-day abnormal return
being arbitraged away (Kalay (1982a)). Karpoff and Walking (1988, 1990) argue that
ex-day abnormal returns are eliminated up to the marginal cost of trading around the ex-
day, which implies a positive association between ex-day returns and transaction costs.
Therefore, if dividend capture trading occurs, the resulting ex-day returns will be
positively correlated with the cost of trading. Consequently, we expect a positive
association between abnormal returns and the transaction costs proxy (Lakonishok and
Vermaelen (1986), Karpoff and Walking (1988, 1990), Michaely et al. (1996), and
Naranjo et al. (2000)).
Another factor potentially limiting dividend capture is risk. Heath and Jarrow
(1988) demonstrate that the ex-dividend day stock price may differ arbitrarily from the
dividend for each individual stock: consequently, short-term traders can not generate
riskless arbitrage profits. As a result, ex-dividend returns must include a risk premium
because ex-day share prices are unknown (see also Michaely and Vila (1996)).
Grammatikos (1989) and Boyd and Jagannathan (1994) argue that risk exposure is a
major cost faced by short-term traders. Empirical evidence supporting the existence of
such risk premia is provided by Grammatikos (1989) in his study of the effects of the
Tax Reform Act of 1984. Fedenia and Grammatikos (1993) also report evidence
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consistent with the risk premium. To capture this affect, we use a risk measure similar
to that used by Michaely and Vila (1996) and Cloyd et al. (2004). We measure Mii σσε /
as the standard deviation of the residuals from a market model regression of daily
returns for the dividend paying stocks on daily market returns, divided by the standard
deviation of daily market returns. Since a short-term trader has to be compensated for
taking extra risk, we expect a positive relationship between the ex-day abnormal returns
and our risk proxy.
Table 3.4 reports the results on the relationship between ex-day abnormal returns
and transaction costs and risk. Following previous research (Kadapakkam (2000)), we
include dividend yield as a control variable.
Table 3.4. The Effect of Dividend Yield, Transaction Costs, and Risk on Ex-Day Abnormal Returns The regression results are based on 507 observations for all cash dividend paying firms listed on the MSM during the period from January 1997 to July 2005. The dependent variable is the ex-day abnormal return. The explanatory variables are the stock’s dividend yield (measured as the dividend per share over the cum-day price), transaction costs measured as the inverse of the cum-day price, and stock’s variance relative to market variance (σεi/σMi). T-statistics are heteroscedastic consistent (White (1980)). Statistic Coefficients T- statistics Intercept 0.0352 1.9745 DVYLD -0.1301 -3.0314 1/Pc -0.0386 -1.4814 σεi/σMi 0.0015 0.5534 Adjusted R2 0.0695
Contrary to our expectations, there is no significant relationship between
transaction costs and abnormal returns indicating that transaction costs do not prevent
arbitrage activity. Our risk proxy is also insignificant suggesting that risk considerations
do not deter arbitrage activity. The fact that the transaction cost and risk proxies are
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insignificant suggests that a high level of ex-day transaction costs and trading risks do
not prevent short-term traders from arbitraging away the ex-day abnormal returns and a
full adjustment of stock price to the amount of dividends, which is inconsistent with
Kalay (1982a) and Michaely and Vila (1995). The significant negative coefficient on
dividend yield suggests that short-term traders are eliminating or reducing abnormal
returns in high dividend yield stocks.
3.4.4. Behaviour of Trading Volume around Ex-Days
To investigate the presence of short-term trading around the ex-dividend day, we
analyze volume data. Lakonishok and Vermaelen (1986) argue that the influence of
short-term traders around the ex-day can best be investigated by examining abnormal
volume around the ex-day. The presence of short-term traders would be shown through
positive abnormal volume around the ex-day. Green’s (1980) analysis suggests that this
abnormal trading volume will be highest on the cum-day and ex-day. There are many
studies that report abnormal trading volume around ex-days. For the U.S., Lakonishok
and Vermaelen (1986) find positive abnormal volume around the ex-day for taxable
securities which supports the presence of short-term traders for those securities.
However, they document negative abnormal volume for nontaxable stock splits and
stock dividends. Grundy (1985), Michaely and Vila (1995, 1996), and Michaely et al.
(1996) also report abnormal trading volume around ex-days. Further evidence of short-
term trading around ex-days is reported by Michaely and Murgia (1995) for Italy, Kato
and Loewenstein (1995) for Japan, and Green and Rydqvist (1999) for Sweden.
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We examine abnormal trading volume over the 11-day period centered on the ex-
day. In doing so, we follow the methodology of Graham et al. (2003) where turnover is
computed as the aggregate number of shares traded on a given day divided by the
number of outstanding shares. We estimate normal turnover as the average daily
turnover for the 80 days from day -45 to day -6 and day 6 to day 45 relative to the ex-
dividend day. Abnormal trading volume (ATV) for each day in the event window is
defined as the ratio of a stock’s trading turnover on a particular day to that stock normal
trading turnover, minus one.
Table 3.5 presents evidence on trading volume around ex-dates. Significant
positive abnormal volume around the ex-day will be clear evidence of presence of short-
term trading activities.
Table 3.5. Daily Abnormal Trading Volume The sample contains 495 observations for all cash dividend paying firms listed on the MSM during the period from January 1997 to July 2005. Abnormal trading volume is presented for a 11-day window centered on the ex-day. Abnormal trading volume for each day in the event window is defined as the ratio of a stock’s trading turnover on a particular day to that stock normal trading turnover, minus one. Turnover is computed as the aggregate number of shares traded on a given day divided by the number of outstanding shares. Normal turnover is estimated as the average daily turnover for the 80 days from day -45 to day -6 and day 6 to day 45 relative to the ex-dividend day. Event Day ATV Standard Error
-5 -0.0291* 0.0145 -4 -0.0336* 0.0090 -3 -0.0272 0.0147 -2 -0.0347* 0.0099 -1 -0.0383* 0.0142 0 -0.0821* 0.0049 1 -0.0618* 0.0076 2 -0.0612* 0.0060 3 -0.0614* 0.0056 4 -0.0528* 0.0092 5 -0.0550* 0.0064
*denotes significance at the 5% level using a two-tailed test.
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The results indicate that the abnormal volume prior to the ex-day is uniformly
negative. That is, on each of the five days prior to the ex-day, trading volume decreases
substantially. In most cases, the reduction in volume is significantly different from zero.
There is also a significant drop in trading volume on the ex-day and on each of the
following five days. These results are inconsistent with the hypothesis that short-term
traders have a significant impact on ex-day behaviour. Rather, it is consistent with the
market microstructure model by Frank and Jagannathan (1998) which predicts negative
abnormal volume around the ex-days due to a shortage of buyers in the cum-period and
a shortage of sellers in the ex-period (Cloyd, Li, and Weaver (2002)). These results are
very similar to those reported by Lakonishok and Vermaelen (1986) for stock splits and
stock dividends. They are also consistent with the findings of Copeland (1979), who
studied trading volume behaviour of 25 NYSE firms around stock splits during the
period 1963-1973. He reports evidence that trading volume decreased in anticipation of
the stock split and continued to be lower following the split. In general, unlike the U.S.
markets where short-term traders affect ex-day prices (e.g., Lakonishok and Vermaelen
(1986), Karpoff and Walking (1990), and Michaely (1991)), our volume results do not
provide support for the short-term trading hypothesis.
3.4.5. Midpoint Pricing Using RASP Data
Until now we have been using MSM daily closing prices to conduct our analysis
using the standard methodology in prior research. In this section, we repeat our analysis
and calculate the ex-day premium and ex-day abnormal return utilizing the RASP intra-
daily data to test the market microstructure argument proposed by Frank and
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Jagannathan (1998). Frank and Jagannathan (1998) argue that the premium, to a large
extent, is an artifact of bid-ask spread. Their model implies that if prices are measured
at the midpoint of the bid-ask spread, the premium should be one, or at least closer to
one compared to when closing daily prices are used. Similarly, the ex-day abnormal
return should be zero or closer to zero when measured using the midpoint of the bid-ask
quotes relative to when measured by transaction prices (Hypothesis 2). As discussed in
Graham et al. (2003), these hypotheses can not be tested using daily closing prices
because bid-ask bounce may cause a bias in the ex-day premium and abnormal returns.
In order to see if our previous results hold when using the RASP data, we first
use the RASP closing transaction prices and recompute the ex-day premium and
abnormal returns.
Table 3.6. Premium and Ex-Day Abnormal Return (AR) Using RASP Closing Transaction Prices. The sample contains 382 observations for all dividend cash paying firms listed on the MSM during the period from January 1997 to June 2003 that have information available in both the MSM data and RASP database. The premium is defined as (Pcum - Pex )/ D. The Ex-Day Abnormal Return is defined as ((Pex – Pcum + Div)/Pcum) – ER, where ER is the expected return defined by the Market Model. T-statistic is for the null hypothesis that (1) the mean premium is equal to one and (2) the mean ex-day abnormal return is equal to zero. The Pcum and Pex are calculated using RASP closing transaction prices. Statistic Premium AR Mean 0.6532 0.0422 T-statistic -3.1659 6.9010
Our results reported in Table 3.6 show that there is almost no difference with the
MSM analysis reported in Table 3.2 and 3.3. For instance, we find the mean ex-day
premium is 0.65 and the mean ex-day abnormal return is 0.04. These results are almost
identical to those reported in Table 3.2 and 3.3. Next, we follow the methodology of
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Graham et al. (2003) and measure Pex and Pcum at the close of the trading day using the
midpoint of the bid and ask quotes (rather than transaction prices).41 As explained in
Graham et al. (2003), the use of the midpoint prices should attenuate bid-ask bounce that
might impact traditional ex-day analysis and allow us to test Frank and Jagannathan bid-
ask bounce hypothesis. If bid-ask bounce is the primary cause of the ex-day behaviour,
we should find that the ex-day premium is closer to one and ex-day abnormal return is
closer to zero when we use the midpoint prices (Hypothesis 2). This is exactly what we
find.
Table 3.7. Premium and Ex-Day Abnormal Return (AR) Using RASP Closing Quote Midpoints The sample includes 382 observations for all dividend cash paying firms listed on the MSM during the period from January 1997 to June 2003 that have information available in both the MSM data and RASP database. The premium is defined as (Pcum - Pex )/ D. The Ex-Day Abnormal Return is defined as ((Pex – Pcum + Div)/Pcum) – ER, where ER is the expected return defined by the Market Model. T-statistic is for the null hypothesis that (1) the mean premium is equal to one and (2) the mean ex-day abnormal return is equal to zero. The Pcum is calculated using the midpoint of bid-ask spread of the closing quote on the cum-day. Pex is calculated using the midpoint of the bid-ask spread of the closing quote on the ex-day. Statistic Premium AR Mean 0.9816 0.0001 T-statistic -0.1211 1.3909
In particular, Table 3.7 indicates that the premium is slightly less than one and
the abnormal return is slightly greater than zero, but as expected the differences are not
statistically different from one and zero at any reasonable level of significance. These
results are very different to those reported in Table 3.2 and 3.3 based on closing daily
stock prices. Consequently, using midpoint prices to eliminate bid-ask bounce makes a
41 For more information on the methodology, see Graham et al. (2003).
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huge difference compared to using transaction pricing. This clearly indicates that bid-
ask bounce in transaction prices is an important driver of ex-day pricing in our sample.
This finding support the prediction that the premium being different from one is due to
bid-ask bounce, and the ex-day abnormal return being different from zero for the same
reason.
Eades et al. (1994) and Boyd and Jagannathan (1994) point out that price
noisiness is a major obstacle in the examination of ex-dividend day behaviour. Graham
et al. (2003) suggest that the use of closing prices in the examination of ex-dividend day
behaviour is adding noise to the ex-day analysis which makes it hard to make accurate
inferences. To avoid this problem, we repeat our analysis using the opening quotes on
the ex-dividend day. The use of opening quotes should eliminate noise associated with
daily price movements (Graham et al. (2003)).
Table 3.8. Premium and Ex-Day Abnormal Return (AR) Using RASP Opening Quote Midpoints The sample consists of 382 observations for all dividend cash paying firms listed on the MSM during the period from January 1997 to June 2003 that have information available in both the MSM data and RASP database. The premium is defined as (Pcum - Pex )/ D. The Ex-Day Abnormal Return is defined as ((Pex – Pcum + Div)/Pcum) – ER, where ER is the expected return defined by the Market Model. T-statistic is for the null hypothesis that (1) the mean premium is equal to one and (2) the mean ex-day abnormal return is equal to zero. The Pcum is calculated using the midpoint of bid-ask spread of the closing quote on the cum-day. Pex is calculated using the midpoint of the bid-ask spread of the opening quote on the ex-day. Statistic Premium AR Mean 1.0238 0.0001 T-statistic 0.1504 1.1528
We find that the premium is very close to and not statistically significantly
different from one (Table 3.8). The abnormal return is very close to zero and the
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difference from zero is not statistically significant. These results are almost identical to
the one reported using the closing prices on the ex-day. This indicates that the noise of
using the closing prices is not an important driver for our results.
Another implication of Frank and Jagannathan model is that bid-to-bid and ask-
to-ask prices should drop by the amount of dividend in the absence of taxes and discrete
tick size effects. We repeat our analysis using bid-to-bid and ask-to-ask quotes.
We find that stock prices fall by almost the exact amount of the dividend using
these prices (Table 3.9). These results are evidence that systematic bid-ask bounce
around ex-dividend days bias closing transaction prices for this sample. The results
from cum-day close ask to ex-day close ask is slightly smaller than the average drop
from cum-day bid to ex-day close bid. Most importantly, in both cases, we can not
reject the null hypothesis that ex-day premium is equal to one and ex-day abnormal
returns are equal to zero.
Table 3.9. Premium and Ex-Day Abnormal Return (AR) Using RASP Closing Bid and Ask Quotes The sample includes 382 observations for all dividend cash paying firms listed on the MSM during the period from January 1997 to June 2003 that have information available in both the MSM data and RASP database. The premium is defined as (Pcum - Pex )/ D. The Ex-Day Abnormal Return is defined as ((Pex – Pcum + Div)/Pcum) – ER, where ER is the expected return defined by the Market Model. T-statistic is for the null hypothesis that (1) the mean premium is equal to one and (2) the mean ex-day abnormal return is equal to zero. The Pcum is calculated using (1) bid quote of the closing quote on the cum-day and (2) the ask quote of the closing quote on the cum-day. Pex is calculated using the (1) bid quote of the closing quote on the ex-day and the (2) ask quote of the closing quote on the ex-day.
Statistic Premium bid Premium ask AR bid AR ask Mean 0.9916 0.9716 0.0001 0.0001 T-statistic -0.0381 -0.1015 1.1654 1.0994
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To avoid the noise of using closing prices on the ex-day, we also repeat our
previous analysis using the opening quotes. We present the results in Table 3.10.
Table 3.10. Premium and Ex-Day Abnormal Return (AR) Using RASP Opening Bid and Ask Quotes The sample consists of 382 observations for all dividend cash paying firms listed on the MSM during the period from January 1997 to June 2003 that have information available in both the MSM data and RASP database. The premium is defined as (Pcum - Pex )/ D. The Ex-Day Abnormal Return is defined as ((Pex – Pcum + Div)/Pcum) – ER, where ER is the expected return defined by the Market Model. T-statistic is for the null hypothesis that (1) the mean premium is equal to one and (2) the mean ex-day abnormal return is equal to zero. The Pcum is calculated using (1) bid quote of the closing quote on the cum-day and (2) the ask quote of the closing quote on the cum-day. Pex is calculated using the (1) bid quote of the opening quote on the ex-day and the (2) ask quote of the opening quote on the ex-day. Statistic Premium bid Premium ask AR bid AR ask Mean 1.0343 1.0133 0.0001 0.0001 T-statistic 0.1491 0.0456 0.9666 0.9076
We find that the premium is very close to one whether we use the bid price or the
ask price. The abnormal return also is very close to zero. In both cases, the ex-day
premiums are not statistically different from one and the abnormal returns are not
statistically different from zero. In general, the results using the midpoint quotes show
that the inferences based on premium are very similar to those based on returns, and
results for bid quotes are virtually identical to those for ask quotes. Overall, inferences
based on quotations are different from those based on transaction prices.
In summary, the above results indicate that market microstructure explanations
are the dominant cause of the ex-day premium deviating from one and the ex-day
abnormal returns deviating from zero. Once these market microstructure effects are
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taken into account, at the margin, a Rial of dividends and a Rial of capital gains are
valued equally in Oman.
3.4.6. Volume Analysis Using RASP Data
In order to see if our previous results hold when using the RASP data, we repeat
our previous volume analysis using the RASP data. The results are reported in Table
3.11.
Table 3.11. Daily Abnormal Trading Volume Using RASP Data The sample includes 364 observations for all cash dividend paying firms listed on the MSM during the period from January 1997 to June 2003. Abnormal trading volume is presented for a 11-day window centered on the ex-day. Abnormal trading volume for each day in the event window is defined as the ratio of a stock’s trading turnover on a particular day to that stock normal trading turnover, minus one. Turnover is computed as the aggregate number of shares traded on a given day divided by the number of outstanding shares. Normal turnover is estimated as the average daily turnover for the 80 days from day -45 to day -6 and day 6 to day 45 relative to the ex-dividend day. Event Day ATV Standard Error -5 -0.0163 0.0163 -4 -0.0333* 0.0095 -3 -0.0207 0.0173 -2 -0.0267* 0.0101 -1 -0.0474* 0.0156 0 -0.0827* 0.0052 1 -0.0636* 0.0083 2 -0.0620* 0.0070 3 -0.0590* 0.0066 4 -0.0514* 0.0089 5 -0.0532* 0.0064
*denotes significance at the 5% level using a two-tailed test.
Similar to our previous findings using the MSM data, our results show that the
abnormal volume is generally negative around the ex-dividend days. Volume is below
normal on each of the five days prior to the ex-day. There is also a reduction in volume
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on the ex-day and on each of the following five days. In most cases, the drop in volume
is statistically significantly different from zero. These results are practically identical to
those reported using the MSM data (see Table 3.5). This is evidence against the short
term trading hypothesis which predicts a positive abnormal volume around ex-dividend
days. Our failure to find positive abnormal volume is not surprising. If there are no
arbitrage opportunities (i.e., the price drop equals the dividend) then no arbitrage trading
will be observed.
3.5. Conclusion
In this chapter, we examine ex-dividend day behaviour in a unique setting which
is characterized by less frictional trading, i.e., no taxes on dividend and capital gains,
dividends are paid annually, and prices are decimalized. While one would expect that in
this market stock prices should drop by an amount equal to the dividend, our evidence
shows that stock prices drop by less than the amount of dividends when we construct the
test using standard daily returns. Similarly, we find significant positive abnormal
returns on the ex-day. These results can not be explained by taxes and price
discreteness.
We examine whether transaction costs and risk inhibit arbitrage trading around
ex-days. We find neither of these variables is significant, which suggests that these
variables do not hinder investors’ ability to trade and arbitrage any excess returns. We
also examine abnormal trading volume around the ex-days. Our results reveal that there
is a significant reduction in trading volume around ex-days. The reported results show
that, unlike the U.S. market, ex-day behaviour in Oman is not affected by the short-term
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trading. Finally, we test the Frank and Jagannathan (1998) model which predicts that
bid-ask bounce is the primary factor behind the ex-dividend day behaviour. Our results
indicate that when midpoint prices are used instead of transaction prices, stocks prices
drop by the full amount of dividends on the ex-day and the ex-day abnormal return is
insignificantly different from zero. Our analysis of bid-to-bid and ask-to-ask prices
reveals similar results.
In sum, the results indicate that market microstructure strongly influence the ex-
dividend day premium and ex-day return. Once market microstructure effects are taken
into account, dividends and capital gains are valued equally at the margin.
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Chapter 4: The Information Content of Cash Dividend Announcements
in a Unique Environment
4.1. Introduction
Numerous studies have documented that announcements of changes in dividends
convey specific information to the market (Pettit (1972), Charest (1978), Aharony and
Swary (1980), Woolridge (1982), Aharony, Falk, and Swary (1988), Ghosh and
Woolridge (1988, 1991), Lang and Litzenberger (1989), John and Lang (1991), Marsh
(1993), Abeyratna, Lonie, Power, and Sinclair (1996), Firth (1996), Nissim and Zin
(2001), Hanlon, Myers, and Shevlin (2006), among others). The majority of these
studies are conducted using U.S. data. One natural question is whether these dividend
effects are peculiar to the U.S. or they are also prominent in countries where the tax
regime and/or institutional and economical characteristics are significantly different.
The purpose of this chapter is to investigate the stock price reaction to the
announcement of cash dividends of the Muscat Securities Market listed companies to
identify whether or not dividends contain information. There are several important
economic and institutional features that make Oman a unique and interesting
environment to examine the market reaction to cash dividend announcements.
First, Oman has a unique tax system that allows us to examine the tax-based
signaling hypothesis related to Black’s (1976) dividend puzzle. He raised the question
of why companies pay dividends, despite the fact that they are taxed at higher rates than
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capital gains.42 Tax-based signaling models provide an answer to this question. The
higher tax on dividends relative to capital gains makes dividends informative about the
companies’ future prospects and cash flow (Bhattcharya (1979) and John and Williams
(1985)).43 These models argue that dividends would not have information and be
informative if it is not for the higher taxes on dividends relative to capital gains that they
apply to shareholders (Amihud and Murgia (1997)). In Oman, there are no taxes on
dividends and capital gains. Under this scenario, tax-based signaling models predict that
dividends are not informative or at least have less information. If we find that the stock
price reacts to cash dividend announcements, then this suggests that the higher taxation
on dividends relative to capital gains is not a necessary condition for them to have
information and be informative. It would also suggest that there are other factors,
beyond higher taxation, that makes dividends informative.
Second, Omani companies rely heavily on bank financing. If bank monitoring is
effective, then dividend payments may not be necessary to reduce mangers’ tendency to
overinvest free cash flow. This should reduce the announcement effects of dividend on
stock prices. Moreover, Omani companies are owned by a small number of investors
who have controlling interests. This concentration of ownership structure should reduce
the agency cost between managers and shareholders. If the concentration of ownership
leads to less information asymmetry between managers and shareholders, dividend
42 Fama and French (2001) document that the number of firms paying dividends has dramatically declined from 66.5% in 1978 to 20.8% in 1999. They also find a surge in share repurchases. Similarly, Grullon and Michaely (2002) report that over the last 20 years or so share repurchase activity (relative to total earnings) has experienced a significant growth which increased from 4.8% in 1980 to 41.8% in 2000. 43 There are also other signaling models, i.e., the information content for future earnings/cash flows. These models argue that managers are portrayed as intentionally communicating their expectations of future firm earnings and cash flows via dividend changes. We present the studies that test these models in Section 4.2.2.
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announcements should have a smaller pricing effects compared to countries where
companies are owned by a diverse group of investors. Both of these arguments, together
with the absence of taxes on dividends and capital gains, suggest that dividends do not
act as a signal of information or as a disciplinary mechanism or at least suggest a
diminished role for dividends in Oman.
Third, transparency in Oman is low and corporate disclosure requirements are
loose (Islam (2002)). There is a scarcity of professional financial analysts and there are
no management forecasts provided. Investors have few other sources of information on
Omani companies which makes cash dividend announcements an important piece of
information that can assist investors in pricing Omani shares. The above analysis
implies that dividends may contain information as they can be an important source of
information that allows market participants to evaluate management expectations and
confidence as to the future performance and prospects of the firm. It is an empirical
issue as to how the Omani market balances the negative pricing effect of non-taxability
of dividends, bank leverage, and ownership concentration, and the positive pricing effect
of low transparency on dividends.
Furthermore, a feature of Omani listed firms is the variability in cash dividend
payments. As we will show later, the majority of Omani firms change their dividends
almost every year. This contrasts with the practices observed in the U.S. and other
developed countries where most stocks experience relatively few changes in their
dividends. In fact, Aharony and Swary (1980) find that about 87% of all firms had no
change in quarterly dividend payments in the U.S. In the samples of Eades et al. (1985),
and Bajaj and Vijh (1990), more than 80% of announcements involve no change in
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dividends. More recently, Hallock and Mashayekhi (2003) find that 80% of firms do not
change their dividends in the U.S. during the period 1970-2000. When a dividend
increase is made, the evidence suggests that managers are reluctant to return to previous
levels of dividends, because dividend decrease announcements result in significant share
price declines.
Just as in the U.S., our evidence shows that the market reacts strongly to
announcements of changes in cash dividends. Investors do care about the information
transmitted by dividend announcements. Firms that increase (decrease) their dividends
are associated with an increase (decrease) in stock prices. Firms that have no change in
their dividends experience insignificant negative average abnormal returns, consistent
with no change in dividends being, on average, a disappointment. These findings
support the view that dividends convey unique and valuable information to investors.
These results are in sharp contrast to the tax-based signaling models which argue that tax
differences are a necessary condition for dividends to have information and be
informative about a firm’s future prospects and cash flows.
We also use trade and quote prices to examine the effects of market
microstructure during dividend announcements. In particular, we investigate whether
the observed returns are affected by bid-ask bounce. Our results show that the bid-ask
bounce does not affect our results.
The remainder of the chapter is organized as follows. Section 4.2 discusses the
relevant theories and empirical literature for this study. Section 4.3 describes the
specific data sources used in this chapter, and describes our data sample. Section 4.4
describes the methodology employed in the chapter and Section 4.5 presents empirical
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results. Section 4.6 examines whether bid-ask bounce affect our results and Section 4.7
concludes the chapter.
4.2. Theoretical and Empirical Studies
It is well established that the market does react to dividend announcements
which implies that dividends contain information. The capital markets react favorably to
“good news” announcements (dividend increases) and adversely to “bad news”
announcements (dividend decreases). The implication is that dividend increases
represent positive information about the company’s prospects and thus are associated
with an increase in stock prices. Conversely, a dividend decrease is a negative signal
about the company’s future prospects which results in a reduction in stock prices. The
most frequently cited explanation for the above empirical regularity is the information
content of dividends or the signaling hypothesis. This hypothesis states that the firm
uses dividends as a signaling device to convey valuable information to the market. We
next go into these issues in more detail.
4.2.1. Theoretical Studies
The signaling or the information content of dividend hypothesis postulates that a
firm’s management often possesses inside information about the firm’s future prospects
and communicates this to outsiders by changing dividends. The difference between the
actual dividends declared and expected by the market is a signal to investors which they
use to reassess their estimates of a stock’s value. These models predict that dividend
announcements convey information about a firm’s current performance or/and its future
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prospects. Accordingly, a dividend increase should be perceived by investors as a
positive signal regarding future prospects of the firm, whereas a dividend decrease
should be perceived as a negative signal.
The concept of signaling was introduced into the financial literature by Ross
(1977). He posits a formalized theory to explain how the market response to a dividend
announcement may provide the occasion for share revaluation. Under the Ross scenario,
investors interpret signals from management and adjust the value of the firm
accordingly. In addition, through a disciplinary mechanism that holds management
accountable for its actions, the market is capable of discerning whether such signals are
valid. In this model, Ross relaxes the full information assumption and allows an
information asymmetry between managers and outsiders. Under Ross’s signaling
model, there is an incentive for managers to issue the correct signal regarding firm type
when establishing the firm’s dividend policy. He shows how managers will choose to
establish unambiguous signals about the firm’s future if they have the proper incentives
so that managers whose firms have inferior prospects will not have an incentive to signal
falsely.
Bhattacharya (1979) develops a theoretical model of dividend signaling which is
similar in many aspects to the Ross (1977) model, particularly in the signaling cost
structure. In this model, dividends are a costly mean of removing information
asymmetries in the market concerning a firm’s true value. Signaling costs are a function
of the differential tax treatment of dividends versus capital gains and the financing costs
of raising unexpected funds to fulfill dividend obligations. In Bhattacharya’s model,
taxes are an important factor in determining their signaling effect. Dividends have
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information and are informative due to the higher tax rates on dividend relative to capital
gains.
Kalay (1982b) provides evidence consistent with the Ross model for
announcements relating to dividend policy. He derives the hypothesis that the size of
the signal value would vary positively with the firm’s true value and vary negatively
with the risk of firm value. Kalay (1982b) argues that managerial reluctance to decrease
dividends is a necessary condition for the existence of the signaling equilibrium in which
dividends are used as a signaling device. His findings from the examination of dividend
reductions are consistent with his signaling model.
Eades (1982) develops the so called “Relative Signaling Strength” by combining
the Ross financial signaling model with Bhattcharya’s dividend signaling model. This
model specifies that, ceteris paribus, for a given dividend change, firms with high risk
will display stronger changes in firm value compared to firms with low risk.
Additional theoretical developments are provided by John and Williams (1985)
and Miller and Rock (1985) who provide a more complete explanation for market
responses to announced dividend changes. The main assumption of these models is that
there is an asymmetry in information between insiders (management and directors) and
outside shareholders. Asymmetric information leads to dividend announcement effects
where stock price increases result from investors’ realization that insiders have superior
information on the firm.
The John and Williams (1985) model is similar to Bhattacharya with respect to
the cost of signaling as both models utilize a tax penalty on dividends relative to capital
gains as the primary cost of signaling. In both models, dividends are informative
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because of the higher taxes on dividends relative to capital gains. In addition to the
personal tax rates, John and Williams (1985) also demonstrate that stock price reactions
to announced dividend changes are a function of the demand for liquidity and corporate
cash and investment. They explain why it may be optimal for a firm to pay cash and
raise new equity in the same planning period. Firms pay dividends to reduce the
underpricing of the securities issued to raise new outside financing.
Miller and Rock (1985) show through the sources and uses of funds that dividend
decisions can reveal information about current earnings. Their signaling approach
suggests that as a result of information asymmetry between investors and managers,
dividend changes can result in market price reactions to these dividend announcement
changes. They show theoretically that under certain conditions dividends and earnings
announcements can serve as perfect substitutes for each other. Their model implies that
larger (smaller) dividends are associated with larger (smaller) price increases after the
announcements. Bar-Yosef and Huffman (1986) employ a reward penalty managerial
incentive scheme to provide rationality in corporate dividend decision behaviour. They
observe a trend that the higher the level of expected cash flow, the lower the managerial
effects of cash flow on dividends. In a more recent study, Bar-Yosef and Sarig (1992)
employ a new approach to identify dividend surprises. They report evidence that the
unexpected dividend payments bring about a statistically significant market reaction.
Their results indicate that dividends have information content even for closely monitored
large corporations.
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4.2.2. Empirical Literature
There are numerous studies that examine the stock price reaction to dividend
announcements. These studies generally report that stock prices follow the same
direction as the dividend change announcements. Dividend increases and dividend
initiations (decreases and omissions) are associated with significant increases
(decreases) in stock prices.
Fama, Fisher, Jensen, and Roll (1969) document that firms announcing stock
splits accompanied by increases in cash dividends have a statistically significant positive
average risk-adjusted stock return during the announcement months. On the other hand,
firms announcing stock splits accompanied by dividend reductions realize a significant
negative return. An early extensive empirical study that attempted testing the
information content of dividend announcements is Watts (1973). His analysis suggests
that dividends convey little if any information about stock valuations, once current
earnings are controlled for in the experiment. Gonedes (1978) has similar results. In
particular, Gonedes (1978) provides evidence that is uniformly inconsistent with the
view that annual dividend signals reflect information beyond that reflected in
contemporaneous annual income signals. As a result, he rejects the dividend
information content hypothesis. Conversely, Kane, Lee, and Marcus (1984) and
Venkatesh and Chiang (1986) suggest that dividend and earnings announcements are not
prefect substitutes.
Penman (1983) finds that after controlling for management’s future earnings
forecast, there is not much information conveyed by the dividend changes themselves.
In contrast, Pettit (1972) came to the opposite conclusion. He demonstrates that stock
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prices react significantly to dividend announcements. Pettit (1972, p. 1005) concludes
that there is “no obvious tendency for the market to either under or over-react.” Pettit
(1972) documents that new information is fully reflected in stock prices by the end of
the month. Similar to Pettit (1972), Pettit (1976) and Laub (1976) also shows that
dividends convey information about future earnings prospects beyond those predicted by
past earnings. Charest (1978) examines a larger number of firms announcing dividends
over a long period and finds that the abnormal returns are observed beyond the next
quarter. He concludes that his evidence does not necessarily reveal the presence of
information in dividend announcements since he made no effort to isolate the effect of
contemporaneous earnings announcements. These results are in contrast with the
findings of Dielman and Oppenheimer (1984) who find little evidence of systematic
price adjustment beyond the immediate post-announcement month. Eades (1982) and
Woolridge (1982), using dividend announcements made apart from other firm news,
report a positive association between dividend changes and abnormal returns. These
results are consistent with the information content of dividends hypothesis.
The two most frequently cited studies in this area are Aharony and Swary (1980)
and Asquith and Mullins (1983). Both papers used a naïve dividend forecasting model.
Aharony and Swary (1980) investigate the effects of dividends announcements which
were made at different dates than earnings announcements. Similar to Pettit (1972), they
document that cash dividend announcements do provide information beyond that
provided by corresponding quarterly earning announcements. They also provide
evidence supporting the semi-strong form of the efficient market hypothesis. Asquith
and Mullins (1983) re-examine the stock price reaction to dividend announcements
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using daily stock price data to control for other contemporaneous information
announcements. They investigate the impact of initial dividend payments and the
initiation of dividends after a 10-year hiatus. Their results show significant positive
abnormal returns at dividend initiation announcements. In another empirical study,
Asquith and Mullins (1986) reinforce their earlier findings and offer more support to the
information content of dividend hypothesis. Richardson, Sefcik, and Thompson (1986)
test a sample of 192 U.S. firms that initiated dividends for the first time during the
period 1969 through 1982 and report results similar to those reported by Asquith and
Mullins (1983).
Healy and Palepu (1988) confirm the significantly positive effect of dividend
initiations and negative effect of omissions on stock returns. They also note that
earnings change significantly around a dividend initiation and omission. These findings
indicate that the information transmitted by dividend initiations and dividend omissions
is associated with the earnings changes following the announcement of dividend
changes. These results are in line with those reported by Fama and Babiak (1968) and
Watts (1973) that show dividend initiation and omissions can, in part, be predicted by
changes in past and current earnings. In addition, Healy and Palepu (1988) also claim
that dividends could signal expected earnings whereas stock issues could signal changes
in risk. In contrast, Jain (1992) documents that change in systematic risk is unrelated to
offer announcement effects.
Benesh, Keown, and Pinkerton (1984) examine the market reaction to substantial
shifts in dividend policy. They investigate the aggregate market response to (1) omitted
dividends, (2) dividends decreases of at least 25%, (3) dividends increase of at least
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25%, and, (4) initial dividend payment. Their results indicate that announcements of
dividends do contain information to the market. Ofer and Siegel (1987) also provide
support for the dividend signaling model. They indicate that there is a positive
systematic association between announcements of unexpected changes in the level of
earnings and dividend levels. Michaely, Thaler, and Womack (1995) examine abnormal
returns after dividend initiations and omissions using a firm size based expected returns
model. They document that the short-term price impact of a dividend omission is
negative and for a dividend initiation it is positive. However, Michaely et al. (1995)
provide evidence of a lagged price adjustment to dividend omissions. Similar results are
obtained by Van Eaton (1999) who examines abnormal stock returns in the three year
period around changes in dividends for NYSE/AMEX firm over the 1971-1990 period.
The results show statistically and economically significant negative post-announcement
abnormal returns of -11% and -17% over the post-announcement year for firms which
decrease or omit their dividends. On the other hand, firms increasing or resuming their
dividends do not show significant abnormal returns over the post-announcement year.
More recently, Bali (2003) examines the long run drifts of stock prices reaction to
dividend increases and decreases and reinforces the Michaely et al. (1995) findings.
Brickley (1983) and Jayaraman and Shastri (1988) examine specially designated
dividends (SDD) and report evidence that is consistent with the information content of
dividend hypothesis. More recently, Mitra (1997) investigates the stock price reaction to
SDD and finds similar results to Brickley (1983) and Jayaraman and Shastri (1988).
Divecha and Morse (1983) examine both the informational content of dividend
hypothesis and the tax effects hypothesis. Focusing on dividend increases over a short
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period of time, they report evidence consistent with the existence of both an
informational effect and a tax effect. Further evidence supporting the information
content of dividend hypothesis is reported by Handjinicolaou and Kalay (1984) who
analyze returns to bondholders and stockholders. They find that bond prices are not
affected by dividend increases but react negatively to dividend reductions. This
evidence indicates that there is an informational content about firm value in dividend
announcements.
Significant abnormal returns around dividend announcements were reported also
by Kalay and Lowenstein (1985). In this paper, they document that during the three-day
period surrounding dividend announcements, the actual returns, on average, significantly
exceed both the returns predicted by the market model and the average daily returns
realized over a recent period. In addition, the abnormal returns persist for up to four
trading days after the dividend announcement date. Similar to Kalay and Loewenstein
(1985), Bajaj and Vijh (1995) investigate the price formation process during dividend
announcements. Using daily closing prices as well as transactions data, they find that
the average excess return to all dividend announcements increases as the firm size and
stock price decrease. These results are similar to those reported by Kalay and
Loewenstein (1985), and Eades et al. (1985).
Bartov (1991) investigates the nature of the information conveyed by open-
market stock repurchases announcements. He documents that open-market repurchase
announcements convey information about both earnings and risk changes. Likewise,
Leftwich and Zmijewski (1994) report that quarterly dividend announcements convey
information beyond that contained in contemporaneous quarterly earnings
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announcements. They conclude that there are some interactions between
contemporaneously announced cash dividends and earnings. Hallock and Mashayekhi
(2003) also report evidence consistent with the information content of dividend
hypothesis. They also find little evidence supporting the idea that “news is less
newsworthy” over the past few decades. Jin (2000) reports similar results on a sample
of dividend initiating announcements.
More recently, Wang (2005) employs a propensity score matching approach and
shows that dividend initiations have significantly positive effects on stock returns. Nam,
Thornton, Viswanath, and Wang (2005) examine the relation between the market
reaction to dividend announcements and the information asymmetry between firm
insiders and the market. They find a positive relationship between information
asymmetry and the market reaction which they interpret as an evidence of dividend
signaling. In the same vein, Hanlon et al. (2006) examine whether dividends provide
information to the market about future earnings. In particular, they investigate the
association between current-year stock returns and future earnings for firms that pay
dividends in the current year as compared to firms that do not pay a dividend. They find
that dividend paying firms have significantly higher future earnings response
coefficients than non-dividend paying firms. These results are consistent with dividends
providing valuable information about future earnings prospects beyond that contained in
current earnings. They also document that this information is incorporated into stock
prices. Johnson, Lin, and Song (2006) test the predictions of dividend signaling models
using a sample of closed-end equity funds that adopt policies committing them to pay
minimum dividend yields. They find that funds that adopt minimum dividend policies
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experience significant discount reductions and have smaller discounts than do funds
without such policies, which is consistent with the dividend signaling models.
In contrast, there are a number of recent studies which fails to find support to the
proposition that divided changes transmit information about future earnings. For
example, DeAngelo, DeAngelo, and Skinner (1996) document that firms respond to
stalled earnings growth by increasing dividends. They fail to provide any evidence that
dividends provide valuable information about future earnings prospects. Similarly,
Benartzi et al. (1997) examine the relationship between firms’ future earnings and
dividend changes. They were unable to find any evidence to support the view that
changes in dividends have information content about future earnings changes. These
results are consistent with Watts’ findings. In contrast, Nissim and Zin (2001) document
that dividend changes are positively related to future earnings. Their findings provide
strong support to the information content of dividend hypothesis. In a related vein,
Guay and Harford (2000) examine the information content of dividend increases versus
repurchases. They find that the stock price reaction to dividend increases is more
positive than the reaction to repurchases after controlling for payout size and market’s
expectations. In a more recent study, Grullon and Michaely (2004) examine the
information content of share repurchase programs and fail to find any evidence that
repurchasing firms experience growth in future profitability. Koch and Sun (2004)
report that investors use dividend changes as signals to corroborate the persistence of
past earning changes.
Examination of stock price reactions to dividend announcements has also been
extended to countries outside the U.S. For example, Liljeblom (1989) investigates the
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effect of the announcement of stock dividends and stock splits in the Stockholm Stock
Exchange. He documents a corroboration effect between earnings and dividend
announcements. Lonie, Abeyratna, Power, and Sinclair (1996) examine capital market
reactions to a variety of combinations of simultaneous dividend and earnings
announcements made by U.K. firms. Their results are consistent with the dividend
signaling hypothesis. Also in the U.K., Balachandran (2003) investigates the price
reactions to interim and final dividend reductions. His results show that the market
reacts negatively to the final dividend reduction announcements. Interim dividend
reductions lead to a stronger price reaction than final dividend reductions. Similar to
Lonie et al. (1996), these results support the role of the dividend as a market signal.
Easton’s (1991) tests of Australian data provide evidence of an interaction between
earnings and dividend announcements on stock prices, indicating that investors are
influenced by the interplay of signals in reaching their buying and selling decisions. In
an earlier study using Australian data, Brown, Finn, and Hancock (1977) study the
information content of dividend hypothesis. They report evidence that the larger the
change in dividends or profit, the greater the associated change in stock prices. They
also find a positive relationship between dividends and profit changes. In a related vein,
Ball, Brown, Finn, and Officer (1979) examine dividends and the value of the firm in
Australia. They document a positive relationship between dividend yields and post-
announcement rates of return over the period 1960 to 1969. However, they argue that
this relationship is too large to be explained by extant hypothesis pertaining to market-
wide preferences for or against dividends. Dewenter and Warther (1998) provide
evidence that the effect of dividends as a signaling device in Japan is significantly lower
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as compared to the U.S. They examine 420 U.S. firms and 194 Japanese firms. The
two-day abnormal returns for dividend omissions are -2.53% and -4.89%, while for
dividend initiations 0.03% and 2.38% for Japanese and US firms, respectively. In a
recent study, Conroy, Eades, and Harris (2000) also study Japanese firms and report
evidence consistent with Dewenter and Warther’s (1998). Using data for German firms,
Amihud and Murgia (1997) report evidence consistent with the information content of
dividend hypothesis. In this study, Amihud and Murgia use a sample of 200 firms listed
in the Frankfurt Stock Exchange and find an average abnormal return of 0.965% for
dividend increases and -1.73% for dividend decreases. Similar results are reported by
Travlos, Trigeorgis, and Vafeas (2001) who examine the stock price reaction to both
cash dividends and stock dividends using data from Cyprus Stock Exchange. They
document positive and significant abnormal returns for both cash dividend increases and
stock dividend announcements. They interpret these results as consistent with the
signaling hypothesis. Sponholtz (2004) investigates the simultaneous announcement of
current dividends, current earnings, and the management’s forecast of next year’s
earnings in Denmark. He documents that the stock market reaction to the simultaneous
announcements can be explained by the component of surprise contained in the current
dividend and management’s forecast of next year’s earnings.
The support of the information content of divided hypothesis is not limited to
cash dividend announcements. There are several studies that examine stock dividends
and stock splits and report evidence consistent with this hypothesis. For example, Foster
and Vickrey (1978) and Woolridge (1983) document small, but significant stock price
adjustments on the declaration dates of stock dividend announcements for a sample of
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concurrent announcement recorded in the Wall Street Journal Index. While the previous
two studies focus on small stock dividend announcements, a study by Grinblatt, Masulis,
and Titman (1984) examines the effect of both stock split and large stock dividend
announcements. They provide evidence that indicates that stock prices, on average,
react positively to stock dividends and stock split announcements that are
uncontaminated by other simultaneous announcements. Moreover, they find
significantly positive abnormal returns on and after the ex-dates of stock dividend and
stock splits. The abnormal returns are higher for stock dividends compared to stock
splits. They offer several signaling based explanations for their results.
Similar results are reported by Lamoureux and Poon (1987), McNichols and
Dravid (1990), Maloney and Mulherin (1992), Ikenberry, Rankine, Stice (1996), and
Masse, Hanrahan, and Kushner (1997) who document a significant positive abnormal
returns around the split announcement day. Ball, Brown, and Finn (1977) examine stock
price reaction around the announcement of stock capitalization changes in Australia for
the period 1960 and 1969 using monthly data. They document abnormal returns of
20.2% for 13 months up to and including the month of bonus issue announcement.
Rankine and Stice (1997) confirm the positive signaling role of stock dividends. In
particular, they find that for stock distributions of the same size, those accounted for as
stock dividends are associated with a significantly larger announcement abnormal return
compared to those accounted for as stock splits. Balachandran, Faff, and Tanner (2004)
investigate the stock price reaction to the announcement of bonus shares in Australia
over the period 1992-2000. They find that the risk-adjusted price reaction from day 0 to
day 1 is positive and statistically significant. These results are consistent with the
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information content of dividend hypothesis. In contrast, Leledakis, Papaioannou,
Travlos, and Tsangarakis (2005) examine the valuation effects of stock splits undertaken
by Greek firms traded on the Athens Stock Exchange. They find no evidence of a price
reaction on the announcement day. In an earlier study, Papaioannou, Travlos, and
Tsangarakis (2000) also examine the price reaction to stock dividends made by firms
listed on the Athens Stock Exchange on both the announcement date and the ex-dividend
day. They find insignificant abnormal returns on both the announcement and the ex-
dividend day. For India, Mishra (2005) examines the stock price reaction to the
information content of bonus issues with a view of examining whether the Indian Stock
Market is semi-strong efficient. His results indicate that there are significant positive
abnormal returns for a five-day period prior to bonus announcement. On the
announcement day firms experienced an insignificant abnormal return of -0.10%.
Similar results emerge from the stock market reaction to dividend cuts and
omissions by commercial banks. For example, Keen (1983) documents a negative
abnormal returns using weekly data for the period 1974-1977. Black, Ketcham, and
Schweitzer (1989) examine the stock price reaction using NASDAQ-listed banks. They
report evidence of negative reactions to dividend cuts. Bessler and Nohel (1996)
analyze the stock market reaction to dividend cuts and omissions by 56 commercial
banks in the U.S. using daily data. They find significant negative abnormal return in the
two-day event window (-8.02%) which is stronger than those reported in studies for
dividend reductions of non-financial firms. They interpret these results as consistent
with the information content of dividend hypothesis.
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In summary, the consensus is that dividends announcements do convey
information to capital markets.
4.3. Data
Our sample consists of the universe of Omani companies announcing cash
dividends between January 1, 1997 and August 31, 2005. Announcement dates of the
cash dividend, stock dividend, splits, and earnings are obtained from the Muscat
Depositary and Registration Company Database, the MSM website and Alwatan
newspaper. We also obtain earnings data from the “Share-Holding Guide of MSM
Listed Companies”. We have two sources of stock prices data, namely MSM prices and
the RASP database. The MSM provide us with the stock price data and the MSM index
from 1997 to August 2005. The RASP database covers Oman for the period 1997 to
June 2003. Similar to MSM data, the RASP database contains daily stock price data and
the MSM index. In addition, the RASP database contains intra-daily data for the same
period. To maintain accuracy, the data supplied by the MSM were randomly selected
and compared with the prices provided by RASP; the comparison reveals no difference.
As MSM data covers a longer period, we decide to use the MSM data as the main source
of data for this chapter. However, we also use the intra-daily data from RASP to
examine whether bid-ask bounce affects our results.
We exclude observations that accompany other corporate events such as stock
dividends, splits, or subscription rights. Moreover, we eliminate observations if rights or
stock dividend announcements are made during the event study period. After this
screening the final sample consists of 501 cash dividend announcements. Of the total
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sample, 251 companies increase their dividends, 178 decrease their dividends while the
remaining 72 cases have no change in dividends (Table 4.1).
Table 4.1. Frequency of Firm-Year Observations The table reports the number of firm-year observations for each year of the sample for dividend decrease, no change, and dividend increase.
Year Dividend Decrease No change Dividend Increase Total 1997 17 7 21 45 1998 12 3 31 46 1999 21 8 27 56 2000 14 13 26 53 2001 26 2 24 52 2002 31 9 17 57 2003 31 8 31 70 2004 21 16 34 71 2005 5 6 40 51 Total 178 72 251 501
We examine the trends in dividend payout policy by utilizing aggregate data by
calendar year on total cash dividends, aggregate earnings, and total market value of
equity. Table 4.2 shows that firms distribute most of their earnings as dividends. For
example, Omani firms distribute around 44% of their earnings in dividends in 1997.
However, the amount of earnings distributed through dividends increased sharply in
2003 to reach 150% which then declined to 50% in 2005. The figures presented in
Table 4.2 also show that Omani firms distribute around 3.57% of their market value in
dividends in 1997. This ratio increased to 17.24% in 2003 and then declined to 5.02% in
2005.
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Table 4.2. Cash Dividend Distributions The table presents the annual information on cash dividend distributions to stockholders for a sample of Omani firms. The sample consists of all firm-year observations that has data in the Share-Holding Guide of MSM Listed Companies over the period 1997 to 2005 that have available information on the following variables: DIV, EARN and MV. DIV is the total amount of dividends declared on the common stock. EARN is the earnings after taxes. MV is the market value of common stock. The sample contains 512 firm-year observations. ∑i represents the aggregation of data by calendar year. The aggregate numbers are expressed in million of Rials.
Year ∑i DIV ∑i EARN ∑i MV ∑i DIV/∑i EARN
(%) ∑i DIV/∑i MV
(%) 1997 60.511 137.294 1,692.623 44.07 3.57 1998 38.027 76.020 824.484 50.02 4.61 1999 50.702 75.648 835.341 67.02 6.07 2000 59.249 137.365 747.740 43.13 7.92 2001 45.382 54.218 610.507 83.70 7.43 2002 81.488 124.951 937.844 65.22 8.69 2003 210.298 140.304 1,220.041 149.89 17.24 2004 237.674 169.240 1,728.093 140.44 13.75 2005 98.501 198.490 1,961.265 49.63 5.02
We also obtain data on the announced dividend per share in Rials, DIVit, and the
stock price ten days before the announcement day, Pit. We use these data to calculate
dividend yield DIVit/Pit, the change in dividend, ∆DIVit = (DIVit – DIVi,t-1), and the
change in earnings per share, ∆EPSit = (EPSit – EPSi,t-1), for both dividend increases and
decreases.44 The figures presented in Table 4.3 show that the average dividend yield for
the dividend increase sample is 8.20%. The change in dividends is around 8.39% and
the change in earning per share is 8.47% for the same sample. For the dividend decrease
sample, the average dividend yield is 6.15%, the change in dividends is -4.75%, and the
change in earning per share is -5.68%.
44 This is similar to the approach in Amihud and Murgia (1997).
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Table 4.3. Descriptive Statistics The table reports DIV/P, ∆DIV, and ∆EPS for dividend increases and decreases. DIV/P is the dividend yield, where DIV is the announced dividend per share and P is the stock price 10 days before the announcement day. ∆DIV is change in dividend per share from the previous year. ∆EPS is change in earning per share from previous year.
Category DIV/P (%) ∆DIV (%) ∆EPS (%) Observations Dividends Increase 8.2033 8.3896 8.4714 234 Dividends Decrease 6.1505 -4.7525 -5.6784 145
4.4. Methodology
The methodology used in this study is the standard event study methodology.45
In this method, the expected return is estimated using the following market model:46
jtmtjjjt RRE εβα ++=)( (4.1)
where
αj, βj = the intercept and slope, respectively, of the linear relationship between the return
for stock j and the returns of the MSM,
Rjt = actual returns on stock j on day t,
Rmt = return on the MSM index on day t, and
εjt = the error term of stock j at period t and is expected to have a value of zero.
The abnormal return (ARjt) for stock j on day t is defined as the difference between the
actual return on day i and the expected return predicted from the market model:
,ˆˆ mtjjjtjt RRAR βα −−= (4.2)
45 Refer to Campbell, Lo and MacKinlay (1997), Fama (1976), Dyckman, Philbrick, and Stephan (1984), MacKinlay (1997), Binder (1998), and Kothari and Warner (2006) for excellent surveys of the event study methodology. 46 Brown and Warner (1980) compare the performance of various models, which include Mean adjusted model, Market adjusted, and Market model. They recommend against using complicated methodologies. They state “We have presented evidence that more complicated methodologies can actually make the researcher worse off” (Brown and Warner (1980, p. 249)). In addition, Brown and Warner (1985) find the market model to be well-specified under a variety of conditions when using daily returns.
135
Where Rjt is the actual returns on stock j on day t which is defined as:
1
1
−
− +−=
jt
jtjtjtjt P
DPPR , (4.3)
where Pjt is the closing price of stock j on day t, Pjt-1 is the closing price of stock j on day
t-1, and Djt is the dividends per share for stock j on day t.
The coefficients jα̂ and jβ̂ are ordinary least squares (OLS) estimates of αj, and
βj estimated from a regression of daily stock returns on daily market returns from 250 to
41 days before the announcement date (t = -250 to t = -41, where t = 0 is the
announcement date).
The daily average abnormal return for day t is calculated as
∑=
=n
j
jtjt
NAR
AR1
, (4.4)
where N is the number of events in the sample.
The cumulative average abnormal return in the days surrounding the dividend
announcement dates is formed by summing average ARs over time as follows:
∑=
=L
Ktjtt ARCAR (4.5)
where the CARt is for the period from t = K days until t = L days.
As a robustness check and to test the sensitivity of our results to beta estimation, we also
follow Charest (1978) and Woolridge (1982) and calculate abnormal return, ARjt, by
subtracting the market’s (MSM) daily return, Rmt, from the observed stock’s return over
a given period t. That is,
mtjtjt RRAR −= (4.6)
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Under this technique, stocks are assumed to have a beta of 1.0.
4.5. Empirical Results
In this study, we are testing the null hypothesis that the daily mean abnormal
return is zero. In other words, cash dividend announcements have no systematic impact
on corresponding stock prices. We test this hypothesis by performing a parametric t-test
where the t-statistics are calculated using the cross-sectional standard deviation.47,48
This test has been used in many studies including Divecha and Morse (1983), Grinblatt
et al. (1984), Healy and Palepu (1988), Ghosh and Wooldridge (1991), Korajczyk,
Lucas, and McDonald (1991), Hand, Holthausen, and Leftwich (1992), Bajaj and Vijh
(1995), Kato and Loewenstein (1995), Lonie et al. (1996), Papaioannou et al. (2000),
Anderson, Cahan, and Rose (2001), Graham et al. (2003), Uddin (2003), Jones and
Danbolt (2005), Kadapakkam and Martinez (2005), Leledakis et al. (2005), and
Muradoglu and Huskey (2005).
4.5.1. Dividend Increase
Table 4.4 provides the daily mean abnormal returns and the t-statistic (testing
that the mean abnormal returns are equal to zero) for five days surrounding the dividend
announcement date (Day 0) using both the market model and the market adjusted return. 47 A detailed description of this method is in Boehmer, Musumeci, and Poulsen (1991) and Seiler (2000). Boehmer et al. show that this test rejects the null at about the appropriate significance level. 48 To check the robustness of the conclusions based on our parametric tests, we also employ nonparametric sign test. Our results are insensitive to this new method. In particular, the z-statistic on the announcement day is 7.5745 for dividend increase and -8.6410 for dividend decrease. For no change sample, the z-statistic is -1.4142 which is insignificant at any conventional level of significance. For detailed description of the test, see Boehmer et al. (1991), Brown and Warner (1980, 1985), Campbell et al. (1997), and MacKinlay (1997).
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Table 4.4. The Stock Market Reaction to Dividend Increase in the Muscat Securities Market. The sample consists of 251 increasing cash dividend announcements in the period January 1, 1997 to August 31, 2005 for firms listed at the Muscat Securities Market.
The Abnormal Return is defined as (1) )(1
1jt
jt
jtjtjtjt RE
PDPP
AR −+−
=−
− , where E(Rjt) is the
expected return defined by the Market Model and, (2) the market adjusted return. T-statistics are for the null hypothesis that mean abnormal return is equal to zero. Pjt is calculated using the closing price at day t. The Pjt-1 is calculated using the closing price on the day t-1. Event AR(Market Model) T-statistics AR(Market Adjusted Return) T-statistics
-5 0.5306 0.2863 0.5699 0.2541 -4 0.4765 0.2233 0.4331 0.1629 -3 0.1355 0.7301 0.0824 0.4230 -2 0.2935 0.2109 0.2515 0.1699 -1 1.3026 3.9654 1.3774 3.9865 0 5.7826 6.0339 5.8807 6.1021 1 0.3720 1.1594 0.4323 1.3323 2 0.1447 0.5275 0.1155 0.4065 3 0.0970 0.4039 -0.0363 -0.1489 4 -0.6311 -0.7421 -0.6149 -0.7247 5 -0.2750 -1.5972 -0.3780 -1.2118
The positive dividend declaration dates are preceded by positive returns for the
five days before the announcement. Interestingly, the abnormal return earned on day -1
by dividend increasing companies is 1.3%, with a t-statistic of 3.9654. The presence of
significant positive abnormal returns on day -1 shows a somewhat earlier market
reaction to the cash dividend announcement which may suggest that there is some
information leakage into the market. A further 5.78% abnormal return occurs on the
announcement date. The results show that the markets major reaction takes place on day
0. This average abnormal return is the largest abnormal returns in the event period
studied. These mean abnormal returns are highly significant especially on the
announcement date. These results demonstrate that investors who hold companies
stocks during this period, on average, earned positive abnormal return. These results
138
show that announcement of dividend increases is associated with stock price increases.
These findings support the hypothesis that the market reacts positively to a dividend
increase. The results are consistent with an information effect in dividend increase
announcements. These findings imply that relevant information is transmitted to the
market when increases in dividends are announced. These results are in line with those
found in the U.S and strongly contradict the tax-signaling model which argue that higher
taxes on dividends is a necessary condition for dividends to have information and be
informative.
Similar results emerge using the market adjusted returns. There is a significant
positive market reaction to dividend increase. The announcement date average
abnormal return is 5.88% which is very similar to the one reported using the market
model. These results suggest that the estimation and stability of the betas are unlikely to
be a driver of our results.
4.5.2. Dividend Decrease
Table 4.5 gives the results for the dividend decrease sample. These results show
that the abnormal returns are significantly negative on the announcement of a dividend
decrease. The largest t-statistic occurs on dividend announcement day.
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Table 4.5. The Stock Market Reaction to Dividend Decrease in the Muscat Securities Market. The sample consists of 178 decreasing cash dividend announcements in the period January 1, 1997 to August 31, 2005 for firms listed at the Muscat Securities Market.
The Abnormal Return is defined as (1) )(1
1jt
jt
jtjtjtjt RE
PDPP
AR −+−
=−
− , where E(Rjt) is the
expected return defined by the Market Model and (2) the market adjusted return. T-statistics are for the null hypothesis that mean abnormal return is equal to zero. Pjt is calculated using the closing price at day t. The Pjt-1 is calculated using the closing price on the day t-1. Event AR(Market Model) T-statistics AR(Market Adjusted Return) T-statistics
-5 0.0863 0.0886 0.1669 0.1698 -4 0.5818 0.5841 0.5015 0.5010 -3 0.8056 0.7919 0.6266 0.6108 -2 0.1858 0.1898 0.9992 1.0156 -1 -1.0206 -1.0683 -0.8038 -0.8365 0 -2.4904 -4.1037 -2.4161 -4.0225 1 -0.3666 -0.3368 -0.5830 -0.5343 2 0.9777 1.0376 0.9077 0.9564 3 0.6026 0.6440 0.4017 0.2872 4 -0.2302 -0.1889 -0.1317 -0.1072 5 0.5173 0.5018 0.1869 0.1813
The results again support the hypothesis that dividend decreases impart negative
information about the firm’s prospects. However, the mean abnormal returns for the
dividend decrease announcements are of much smaller magnitude than those of the
corresponding dividend increase announcements.49 These results are at odds with many
previous findings which show that dividend decreases generate price responses that are
larger in absolute magnitude than those of dividend increases (Pettit (1972), Charest
(1978), Aharony and Swary (1980), Kwan (1981), Woolridge (1982), among others).
For instance, results using daily stock prices report that the mean abnormal negative
returns on the announcement day that ranges from -3% to -10% for unfavorable dividend
49 It is worth noting that the size effects for dividend decrease are smaller than those for dividend increase. See Table 4.3.
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announcements while the mean abnormal returns for favorable news is around 1%. Just
as with dividend increases, the results obtained here are at odds with the tax-signaling
models which argue that taxes are a necessary condition for dividends to have
information. The results using the market adjusted returns are almost identical to those
reported using the market model.
4.5.3. No Change
Table 4.6 reports the results for companies that did not change their dividends. If
no news is being signaled to the stock market, then, logically one might assume that no
abnormal stock price movements are expected. Our results are in line with this
proposition.
Table 4.6. The Stock Market Reaction to No Change in Dividends in the Muscat Securities Market. The sample consists of 72 no change cash dividend announcements in the period January 1, 1997 to August 31, 2005 for firms listed at the Muscat Securities Market. The
Abnormal Return is defined as (1) )(1
1jt
jt
jtjtjtjt RE
PDPP
AR −+−
=−
− , where E(Rjt) is the
expected return defined by the Market Model and (2) the market adjusted return. T-statistics are for the null hypothesis that mean abnormal return is equal to zero. Pjt is calculated using the closing price at day t. The Pjt-1 is calculated using the closing price on the day t-1. Event AR(Market Model) T-statistics AR(Market Adjusted Return) T-statistics
-5 0.2458 0.6709 0.3567 0.9154 -4 0.8876 0.2943 0.9310 0.2772 -3 0.2756 0.7683 0.3952 0.8315 -2 0.2155 1.2451 -0.0696 -0.1928 -1 0.0202 0.1087 0.0542 0.2392 0 -0.9432 -1.4502 -0.7776 -1.1845 1 -0.8499 -1.6158 -0.2105 -0.3920 2 -0.4746 -1.1826 -0.5840 -1.3880 3 -0.3810 -1.1323 -0.4165 -1.1953 4 -0.7067 -0.5126 -0.6455 -0.4623 5 0.3728 1.3931 0.3471 1.1180
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The results show that investors who hold these companies stocks earned only
normal returns over the five days surrounding the cash dividend announcement dates.
The mean abnormal returns seem to drift randomly over the event period with no
significant changes on day 0. The mean daily abnormal returns are not significantly
different from zero. However, the negative signs on the dividend announcement dates
are in contrast with those reported in the U.S. For example, the mean abnormal returns
to announcements of no change in dividends in the U.S. were insignificantly positive in
Eades et al. (1985) and significantly positive in Bajaj and Vijh (1990).
In sum, the results show that stock price reaction to cash dividend
announcements are in accord with signaling. They are strongly supporting the
information content of dividend hypothesis, which postulates that changes in cash
dividend announcements do convey information about changes in management’s
assessment of future firm prospects. Announcements of dividend increases are
perceived by the market as positive information and result in immediate positive
valuation effects. Announcements of dividend decreases convey negative information to
the market which results in a decline in stock price. Announcements of no change in
dividends result in no significant change in stock price.
In brief, our results reveal that cash dividend announcements do carry new
information to the market. The market reacts favorably to “good news” announcements
(dividend increases) and adversely to “bad news” announcements (dividend decreases)
which support the view that dividend changes have information content. These results
are in sharp contrast with the tax-based signaling models which argue that higher taxes
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on dividends relative to capital gains are a necessary condition for dividends to have
information and be informative.
4.5.4. Cumulative Abnormal Returns
We also calculate cumulative average abnormal return for different intervals.
The null hypothesis to be tested is that the cumulative average abnormal returns are
equal to zero. The test statistic is the ratio of the cumulative average abnormal return to
its estimated standard error.50 The results are presented in Table 4.7.
The two day window (-1, 0) shows a significant positive wealth effect
surrounding the cash dividend increase. When the event window is widened to include
additional trading days (-2, +2) before and after the announcement, the cumulative
abnormal returns are also positive and statistically significant. For the (-4, +4) and (-5,
+5) windows, the cumulative abnormal returns are positive but insignificant. The
CAR’s for the pre-announcement window (-5, -1) are positive but insignificant. For the
post-announcement window (+1, +5), the cumulative abnormal returns are negative and
insignificant. The results are very similar whether we use market model or market
adjusted return.
For dividend decrease, the (-1, 0) window reveals a significant negative reaction
to the bad news announcements. The CAR’s are insignificant in the other event
windows. The conclusions using the CAR’s from the market adjusted return model are
consistent with those from the market model.
50 There are many studies that use this test including Foster and Vickery (1978), Asquith and Mullins (1983), Jordan (1999), Park, Yang, Nam, and Ha (2002), Brooke and Oliver (2005), Gustafsoon (2005), among others.
143
Table 4.7. Cumulative Abnormal Returns for Dividend Increase, Dividend Decrease, and No Change in Dividends. The table presents the Cumulative Abnormal Returns (CAR) for dividend increase, dividend decrease, and no change using the market model and the market adjusted return. T-statistics are for the null hypothesis that the cumulative average abnormal returns are equal to zero. T-statistics are reported in parentheses.
Dividend Increase Dividend Decrease No Change
Market Model
Market Adjusted Return
Market Model
Market Adjusted Return
Market Model
Market Adjusted Return
(+5,-5) 0.0823 0.0811 -0.0035 -0.0014 -0.0134 -0.0061 (0.9450) (0.8292) (-0.0326) (-0.0128) (-0.1747) (-0.0722) (-4,+4) 0.0797 0.0792 -0.0095 -0.0050 -0.0196 -0.0131 (1.1931) (1.0787) (-0.1092) (-0.0539) (-0.2785) (-0.1694) (-3,+3) 0.0813 0.0810 -0.0131 -0.0087 -0.0214 -0.0160 (2.1973) (2.1120) (-0.2002) (-0.1238) (-0.8123) (-0.5328) (-2,+2) 0.0790 0.0806 -0.0271 -0.0190 -0.0203 -0.0158 (2.4121) (2.3709) (-0.5936) (-0.4134) (-1.0495) (-0.7244) (-1,+1) 0.0746 0.0769 -0.0388 -0.0380 -0.0177 -0.0092 (4.6385) (4.7073) (-1.4629) (-1.4336) (-1.3019) (-0.6620) (-1,0) 0.0709 0.0726 -0.0351 -0.0322 -0.0092 -0.0072 (5.5059) (5.5438) (-2.2475) (-2.0619) (-1.1043) (-0.8192) (-5,-1) 0.0274 0.0271 0.0064 0.0149 0.0164 0.0167 (0.4648) (0.3921) (0.1298) (0.3008) (0.4012) (0.3466) (+1,+5) -0.0029 -0.0048 0.0150 0.0078 -0.0204 -0.0150 (-0.1574) (-0.2535) (0.2877) (0.1372) (-0.7009) (-0.5018)
When there is no change in dividends, the results reveal that the cumulative
abnormal returns are insignificant in all event windows examined, both under the market
model and market adjusted returns. This suggests that the announcements of no change
in dividends result in no significant change in stock price.
4.5.5. Regression Results on Changes in Dividends and Earnings
To examine whether dividends contain information beyond that contained in
earnings, we follow Amihud and Murgia (1997) approach. Specifically, we estimate a
model where the announcement abnormal returns are a function of both dividend
144
changes and earning changes relative to stock price. The results are presented in Table
4.8.
The results show that both the ∆DIV/P and ∆EPS/P are statistically significant
which suggest that both dividends and earnings news have information content. This
suggests that the dividends and earnings are strongly associated with abnormal returns.
The adjusted R2 of the model is 10.78% and the F-statistic is significant at the one
percent level. There are no important differences between the response coefficients of
dividend increases and decreases. As in Amihud and Murgia (1997), changes in
dividends results in a significant positive stock price reaction which is beyond the
information conveyed by changes in earnings. It should also be noted that the dependent
variable in this regression is the abnormal returns on the dividend announcement date.
We do not measure the earnings announcement return.
Table 4.8. Regression Results of Abnormal Returns on Dividend Changes and Earnings Changes Relative to Stock Price. The table reports the results of estimating the announcement abnormal returns (based on the market model) on both the changes in dividends and changes in earnings relative to the stock price 10 days before the announcement day. The table shows the variable, their coefficients, and their t-statistics. T-statistics are heteroscedastic consistent (White (1980)). Variable Coefficient T-statistic Constant 0.1685*** 3.9278 ∆DIV/P 4.2789*** 5.0909 ∆EPS/P 0.5793*** 3.1918 Adjusted R2 0.1078 F-value 26.2028 Observations 418
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively
145
We also estimate the stock price reaction on changes in dividends and changes in
earnings (Table 4.9). We find similar results to those reported above. This suggests that
dividends may contain information beyond that contained in earnings.
Table 4.9. Regression Results of Abnormal Returns on Dividend Changes and Earnings Changes. The table reports the results of estimating the announcement abnormal returns (based on the market model) on both the changes in dividends and earnings. The table shows the variable, their coefficients, and their t-statistics. T-statistics are heteroscedastic consistent (White (1980)). Variable Coefficient T-statistic Constant 0.1640*** 3.7421 ∆DIV 2.4916*** 5.4156 ∆EPS 0.1846** 2.5484 Adjusted R2 0.0940 F-value 22.6311 Observations 418
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively
4.5.6. Market Efficiency
The faster the market reacts to public announcements, the more efficient the
market is considered to be. If dividends do convey information and if the market
incorporates this information into stock prices, the stock prices should reflect the new
information on the day the cash dividend is announced.
Table results reported in Table 4.4 show that there is a positive and significant
abnormal return one day prior to the announcement of an increase in cash dividends.
The fact that some of the effect of the announcement seems to have been impounded
into the stock price prior to the announcement day may be the result of actions by those
with information about the impeding dividend change. If this apparent anticipation
146
effect is the result of the actions of insiders, then the stock market can not be considered
perfectly efficient.
4.6. Bid-Ask Bounce
In this section, we examine whether the results are influenced by bid-ask bounce.
The importance of bid-ask bounce on stock returns is well documented in many studies;
see for example, Keim (1989), Lakonishok and Smidt (1984), Lease, Masulis, and Page
(1991), Porter (1992), and Bajaj and Vijh (1995). Bid-ask bounce may bias returns if
the closing price before the announcement is more likely to be at the bid price and/or the
closing price after the announcement is more likely to occur at the ask price, and vice
versa. For instance, Lease et al. (1991) document that biases resulting from the bid-ask
spread explain a significant part of the abnormal negative returns on seasoned equity
offering announcements. We examine trade and quotes data obtained from RASP to
investigate whether the bid-ask bounce influence our results.
In order to see if our previous results hold when using the RASP data, we first
use the RASP closing transaction prices and recompute the mean abnormal returns for
cash dividend increasing announcements, decreasing announcements, and no change
announcements. Our results reported in Table 4.10 show that there is almost no
difference with the MSM analysis reported in Table 4.4, 4.5, and 4.6.
Next we measure Pit and Pit-1 at the close of the trading day using the midpoint of
the bid and ask quotes. The results are presented in Table 4.10. The results are very
similar to those reported in Table 4.4, 4.5, and 4.6. Hence, it does not appear that bid-
ask bounce can explain the observed abnormal returns. This finding is consistent with
147
those reported by Bajaj and Vijh (1995) using U.S. data where they document that bid-
ask bounce does not drive their abnormal returns around dividend announcement dates.
Table 4.10. Mean Abnormal Return (AR) Using RASP Quote Midpoints The sample includes 194 dividend increasing announcements, 124 dividend decreasing announcements and 42 no change announcements for firms listed on the MSM during the period from January 1997 to June 2003 that have information available in both the MSM data and RASP database. The Abnormal Return is defined
as )(1
1jt
jt
jtjtjtjt RE
PDPP
AR −+−
=−
− , where E(Rjt) is the expected return defined by the
Market Model. T-statistics are for the null hypothesis that mean abnormal return is equal to zero. The prices used to calculate AR is (1) using RASP closing transaction prices, (2) using the midpoint quotes where Pjt is calculated using the midpoint of the bid-ask spread of the closing quote on day t and the Pjt-1 is calculated using the midpoint of bid-ask spread of the closing quote on the day t-1. T-statistics are in parentheses.
Event/ t-statistic
Increase Decrease No Change
AR Midpoint AR Midpoint AR Midpoint -5 0.5409 0.4841 0.1564 0.1398 0.3342 0.3024 (0.2918) (0.2158) (0.1606) (0.1422) (0.9121) (0.7762)
-4 0.4374 0.4024 0.5115 0.4610 0.8603 0.7984 (0.2050) (0.1514) (0.5135) (0.4606) (0.2852) (0.2377)
-3 0.0849 0.0782 0.5805 0.5236 0.4031 0.3715 (0.4573) (0.4013) (0.5706) (0.5104) (1.1236) (0.7817)
-2 0.2349 0.2114 1.0591 0.9555 -0.0650 -0.0588 (0.1689) (0.1428) (1.0816) (0.9712) (-0.3759) (-0.1629)
-1 1.2644 1.1355 -0.7386 -0.6122 0.0564 0.0509 (3.8493) (3.2863) (-0.7731) (-0.6371) (0.3040) (0.2246) 0 6.1160 5.2781 -2.3677 -2.0436 -0.7499 -0.6472 (6.3818) (5.4768) (-3.9016) (-3.4024) (-1.1531) (-0.9858) 1 0.3995 0.3623 -0.5392 -0.4449 -0.1864 -0.1682 (1.2452) (1.1165) (-0.4954) (-0.4078) (-0.3543) (-0.3272) 2 0.1074 0.0988 0.8525 0.7067 -0.6073 -0.5483 (0.3916) (0.3478) (0.9048) (0.7446) (-1.5131) (-1.3033) 3 -0.0372 -0.0349 0.4177 0.3781 -0.3869 -0.3595 (-0.1548) (-0.1434) (0.4465) (0.2703) (-1.1498) (-1.0316) 4 -0.5700 -0.4771 -0.1234 -0.1116 -0.6519 -0.6063 (-0.6703) (-0.5623) (-0.1013) (-0.0908) (-0.4729) (-0.4342) 5 -0.3742 -0.3244 0.1887 0.1704 0.3552 0.3332 (-1.1731) (-1.1641) (0.1831) (0.1653) (1.3276) (1.0732)
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4.7. Conclusion
While there are many studies conducted to examine dividend signaling in the
U.S., this chapter is one of the few investigations of this topic in emerging markets and it
is the first of its kind using Omani data. In addition, the data set employed in this
chapter is unique in that (1) there are no taxes on dividends and capital gains, which
allow us to test a tax-based signaling model argument that higher taxes on dividends
relative to capital gains are a necessary condition for dividends to be informative, (2)
there is high concentration of share ownership which should reduce the information
asymmetry between managers and investors which in turn suggest a diminished role for
dividends, (3) there is low corporate transparency which imply a positive effect of
dividends, and (4) most companies change their dividends almost every year.
The major objective of this chapter is to identify whether cash dividend
announcements convey information to the market and whether investors consider
announcement of cash dividends as a signal of a firm’s future prospect. Cash dividend
announcements over the period January 1997 to August 2005 are considered for this
study. We employ a conventional event study methodology to examine the stock price
reaction to dividend announcements.
Our results indicate that cash dividend announcements do convey information to
the market. That is, firm’s announcing an increase in their dividends experience a
significant positive price reaction and firms announcing dividend decrease experience a
significant decline in stock prices. Firms that have no change in their dividends report
insignificantly negative average abnormal returns.
149
Our findings support the notion that dividend increases (decreases) convey
positive (negative) information which results in a positive (negative) price reaction.
This study confirms results from earlier studies that there is a significant abnormal return
during the announcement period. The analysis is consistent with the theories that the
announcement effect is due to a signaling of valuable information. These results are in
contrast with the tax-based signaling models which propose that the higher taxes on
dividends relative to capital gains are a necessary condition for them to have information
and be informative.
We also employ trade and quote data to examine whether the bid-ask bounce
drive our results. Our results reveal that the bid-ask bounce does not appear to affect our
results.
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Chapter 5: Dividend Policy in the Absence of Taxes
5.1. Introduction
“Although a number of theories have been put forward in the literature to explain their
pervasive presence, dividends remain one of the thorniest puzzles in corporate finance”
(Allen, Bernardo, and Welch (2000, p. 2499))
The question of “Why do corporations pay dividends?” has puzzled researchers
for many years. Despite the extensive research devoted to solve the dividend puzzle, a
complete understanding of the factors that influence dividend policy and the manner in
which these factors interact is yet to be established. The fact that a major textbook such
as Brealey and Myers (2003) lists dividends as one of the “Ten unresolved problems in
finance” reinforces Black’s (1976, p. 5) statement “The harder we look at the dividend
picture, the more it looks like a puzzle, with pieces that just don’t fit together”.
Several rationales for corporate dividend policy are proposed in the literature, but
there is little consensus among researchers on the factors that affect dividend policy.
There is no single economic rational for the payment of dividends or the adoption of a
particular dividend policy. In other words, dividend policy remains a puzzle. A major
part of the puzzle stems from the fact that firms continue to pay dividends despite the tax
disadvantage they impose on shareholders. While this is true in the U.S. and other
western countries, Oman poses a unique case. In Oman, there are neither taxes on
dividends nor on capital gains. Hence, what is puzzling researchers in the US may not
be the case in Oman.
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There are four main objectives of this chapter which are, first, to identify the
factors that determine the amount of dividends, second, to examine the decision to pay
dividends, third, to apply the Lintner model to test the stability of dividend policy, and
fourth, to outline the potential differences in dividend policy between financial and non-
financial firms. For these purposes, we will shed light on the dividend theories and
identify the determinants of the amount of dividends and the decision to pay dividends.
Firstly, we review the theoretical studies. Secondly, we examine the trends of the
dividend payment pattern. Thirdly, we develop hypothesis and test these. Fourthly, we
examine the determinants of the amount of dividends and the decision to pay dividends.
Fifthly, we use the Lintner model to examine the stability of dividend policy. Finally,
we examine whether dividend policy differs between financial and non-financial firms.51
There are many important motives for this study. First and foremost, Omani
firms distribute almost 100% of their profits in dividends which led the CMA to issue a
circular (number 12/2003) arguing that firms should retain some of their earnings for
“rainy days”. This circular also requires firms to have a clear policy for dividends and to
disclose this in their financial reports. This allows us understand the characteristics of
firms that pay dividends. Second, the study will be conducted in a unique environment
where there are no taxes on dividends and capital gains. Tax differentials are a major
part of the dividend puzzle. Third, one explanation for paying dividends is to minimize
agency problems. However, Omani firms are highly levered through bank loans, which
51 Sawicki (2002) documents that there are significant differences in dividend payout of different industries using a sample of firms from East Asia.
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reduce the role of dividends in alleviating agency problem.52 Fourth, we use the Lintner
model to investigate the stability of dividend policy, this being important given that we
document in Chapter 4 that Omani firms do change their dividends frequently. Fifth, the
determinants of dividend policy are controversial and there is no unanimity among
researchers on the factors that affect dividend policy. This controversy motivates the
conduct of this research in an attempt to provide some new evidence on the factors that
affect dividend policy. Sixth, most previous research excludes non-dividend paying
firms which may create a selection bias (Kim and Maddala (1992), Deshmukh (2003),
among others). We take account of the selection problem by including non-dividend
paying firms. Finally, there are some studies that report differences between dividend
policy of financial and non-financial firms (Naceur, Goaied, and Belanes (2005)). We
examine this issue for Oman. Moreover, Glen, Karmokolias, Miller, and Shah (1995)
document that dividend policies differ between developed and developing countries.
Likewise, Sawicki (2002) finds that there are differences in the general dividend payout
policies adopted by firms in different countries. This lends further support for this study
since the factors that affect dividend payout in Oman may differ from those in other
countries.
In addition, there are relatively few studies that examine the determinants of
dividend policies in emerging markets, and these produce conflicting results. Further,
firms in emerging markets differ from their developed-country counterparts. In
particular, firms in emerging markets face more financial constraints compared to firms
52 See Aivazian et al. (2003a) for a discussion on the role of bank debt in reducing the agency cost. Fleming, Heaney, and McCosker (2005) also provide a discussion of the benefits of debt financing in alleviating the agency problem.
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in developed countries, and this may affect dividend policy (Aivazian et al. (2003a)).
The differences between emerging markets and developed markets raise the question
about the extent to which dividend policy theories can apply to Oman. Moreover, the
results of this study should help management in setting their dividend policies. Finally,
there is no study that examines dividend policy in Oman and given its unique
characteristics, such a study is warranted.
Our research provides a number of interesting results on dividend policy. First,
we show that there are common factors that affect the dividend policy of both financial
and non-financial firms, and there are others that affect only non-financial firms. For
example, there are six determinants of dividend policy for non-financial firms, while
there are only three factors that affect the dividend policy of financial firms. The
common factors are profitability, size, and business risk. Government ownership,
leverage, and age have a strong influence on the dividend policy of non-financial firms
but no effect on financial firms. On the other hand, agency costs, tangibility, and growth
factors do not appear to have any impact on the dividend policy of both financial and
non-financial firms. The fact that we find agency costs is not an important driver of
dividend policy is not surprising given that Omani firms have high bank debt.
Second, we find that the determinants of the decision to pay dividends are
consistent with those reported for the determinants of dividend policy. In particular, we
find that the factors that influence the probability of paying dividends are the same as
those that determine the amount of dividends paid.
Third, the empirical results in this chapter show that the speed of adjustment
differs substantially between financial and non-financial firms. While we find that non-
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financial firms adopt a policy of smoothing dividends, this is not the case for financial
firms. In fact, we find that financial firms do not have stable dividend policies.
The remainder of the chapter proceeds as follows. Section 5.2 describes
dividend policy theories and reviews the main empirical studies on corporate dividend
policy. Section 5.3 briefly discusses the potential determinants of dividend policy and
develops testable hypothesis. Section 5.4 describes the data, develops the regression
specifications, presents summary statistics for the payment of dividends, and reports
some descriptive statistics for the sample. Section 5.5 presents the results for the
determinants of dividend policy. In section 5.6 we provide the results for the
determinants of the likelihood to pay dividends. In section 5.7 we examine the stability
of dividends using the Lintner model. Section 5.8 concludes the chapter.
5.2. Theoretical and Empirical Studies53
In attempting to explain the dividend puzzle, financial economists have
developed three main theories of dividend policy. One theory postulates that dividend
payment is irrelevant and has no affect on firm’s stock price (dividend irrelevance
hypothesis). Another set claims that paying dividends has a positive affect on firm’s
stock price (bird-in-the-hand hypothesis). The third theory asserts that paying dividends
has a negative impact on firm’s stock price (tax effect hypothesis). There are other
theories of dividend policy including the signaling hypothesis, the clientele hypothesis
53 See Ang (1987), Allen and Michaely (1995), and Lease et al. (2000) for comprehensive reviews of the dividend policy literature.
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and the agency cost and free cash flow hypothesis. We next examine each one of these
in more detail.54
5.2.1. Dividend Irrelevance Hypothesis
Dividend policy theory began in 1961 with the publication of the pioneering
study of Miller and Modigliani where they provide a compelling and widely accepted
argument for dividend irrelevance in a perfect market.55 They propose that in a world
without any market imperfections like taxes, transaction costs or asymmetric
information, a company’s dividend policy is irrelevant. Their premise is that valuation
depends only upon the productivity of the firm’s assets and not the form of payout.
They show that the only important determinant of a company’s market value is its
investment policy and as long as this policy doesn’t change, altering the mix of retained
earnings and payout will not influence a firm’s stock price. The irrelevance argument
implies that no matter how much care managers take in selecting their firm’s dividend
policy, the selected policy has no beneficial impact on stockholders wealth. In short,
dividends are irrelevant.56
5.2.1.1. Empirical Evidence
There are some studies that support the dividend irrelevance hypothesis. In this
vein, Black and Sholes (1974) perform one of the earliest tests by constructing 25
54 See Chapter 3 for an extensive review of the clientele hypothesis and Chapter 4 for a detailed review of the signaling hypothesis literature. 55 See Grundy (2001) for a discussion of the dividend irrelevance proposition. 56 Recently, DeAngelo and DeAngelo (2006, p. 312) show that “Contrary to Miller and Modigliani (1961), payout policy is not irrelevant.”
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portfolios to examine the association between dividend yield and stock returns. They
find that the expected return on high and low yield stocks are the same. Stated
differently, firms with high-yield and low-yield dividend payout policy do not seem to
affect total returns. Other studies that find evidence consistent with the dividend
irrelevance hypothesis include Miller and Scholes (1978, 1982), Miller (1986)57,
Bernstein (1996), and Ben Naceur and Goaied (2002). These studies maintain that
dividend policy makes no difference because it has no effect on either stock prices or the
cost of equity. Recently, Conroy et al. (2000) examine the pricing effects of dividend
and earnings announcement in Japan where managers simultaneously announce
dividends and earnings. Consistent with dividend irrelevance hypothesis, they find that
current dividend surprises have no material effect on stock prices.
On the other hand, there are some studies that report evidence inconsistent with
the dividend irrelevance hypothesis. For example, Ball et al. (1979) use Australian data
to examine the effect of dividends on firm value. They fail to find any conclusive
evidence to support the dividend irrelevance hypothesis. Baker, Farrelly, and Edelman
(1985) and Farrelly et al. (1986) conduct a survey on 562 firms listed on the New York
Stock Exchange (NYSE) and find that most of the respondents believe that dividend
policy affects stock prices. Partington (1985) conducts a similar survey in Australia and
reports similar results. In another survey, Partington (1989) also finds that Australian
firms have a desire for dividend stability and the usual dividend policy is to maintain
dividend stability, only gradually increasing dividends as profits increase, and dividend
cuts are only made in exceptional circumstances. Likewise, Baker and Powell (1999)
57 See Grundy (2001) for a review of Merton Miller papers.
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survey 603 CFOs of NYSE–listed firms and find that 90% of the respondents agree that
dividend policy affects stock prices, which supports Baker et al. (1985). In a similar
vein, Baker and Farrelly (1988), Siddiqi (1995), Casey and Dickens (2000), and Baker et
al. (2002) report results that are inconsistent with the dividend irrelevance hypothesis.
Baker, Mukherjee, and Paskelian (2005) survey managers of dividend-paying
Norwegian firms listed on the Oslo Stock Exchange about their views in dividend
policy. They report mixed evidence about whether a firm’s dividend policy influences
firm value.
5.2.2. Bird-In-The-Hand Hypothesis
An alternative but dated view about dividend policy is that the payment of
dividends increase stock price. This is because paying dividends is a “sure thing” while
there is uncertainty about future stock price appreciation. In other words, because stock
prices are highly variable, dividends represent a more reliable form of return than capital
gains. According to the bird-in-the-hand hypothesis, there is a positive association
between dividend payment and stock price. This is because higher dividend payout ratio
will reduce the required rate of return (cost of capital), and thus increase firm value. In
this vein, Graham and Dodd (1951) claim that a dollar of dividends has, on average, four
times the effect on stock price as a dollar of retained earnings.
However, Miller and Modigliani have criticized the bird-in-the-hand hypothesis
and claim that the firm’s required rate of return is independent of its dividend policy
because investors are indifferent between dividends and capital gains. In addition, they
claim that a firm’s risk is influenced by the riskiness of its operating cash flow, not by
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the way it distributes its income. As a result, Miller and Modigliani called the theory
that a high dividend payout ratio will maximize a firm’s market value the “bird-in-the-
hand fallacy”. Likewise, Bhattacharya (1979) argues that the reasoning behind the bird-
in-the-hand hypothesis is fallacious. He claims that the riskiness of a firm’s cash flow
determines a firm’s risk. Consequently, the increase in dividends will not enhance a
firm’s value by reducing the riskiness of future cash flows.
5.2.2.1. Empirical Evidence
While empirical support for the bird-in-the-hand hypothesis is very limited, there
are some studies that find evidence consistent with it. Among the first authors in favour
of the “bird in the hand” hypothesis are Graham and Dodd (1951). They argue that an
increase in dividends increases stock price and lowers the cost of equity.58 In fact,
Graham and Dodd state, “The considered and continuous verdict of the stock market is
overwhelmingly in favour of liberal dividends as opposed to niggardly ones”.
Elaborating on his “bird in the hand” argument, Gordon (1959) argues that a primary
reason for an investor to purchase a stock is to receive dividends. He examines this
hypothesis and finds that dividends have greater affect on firm’s stock price than
retained earnings. Fisher (1961) reports similar results using data from the UK during
the period between 1949 and 1957. Long (1978) provides empirical evidence that
investors may indeed prefer cash dividends. Likewise, Gordon and Shapiro (1956),
58 Litzenberger and Ramaswamy (1979, 1982), Blume (1980), and Ang and Peterson (1985) take the opposite direction and document that stocks which pay more dividends have higher required rates of returns and hence lower stock price.
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Gordon (1963), Lintner (1962), and Walter (1963) report evidence consistent with the
bird-in-the-hand hypothesis.
Alternatively, Diamond (1967) examines the effect of dividends and retained
earnings for a sample of 255 US firms during the period 1961 and 1962. The results
obtained provide only weak evidence for the argument that investors prefer dividends
over retained earnings. These results are similar to those reported by Friend and Puckett
(1964). Baker et al. (2002) conduct a survey on managers of NASDAQ firms that
consistently pay dividends to determine their views about dividend policy. In this
survey, they ask managers whether firms prefer dividends over capital gains. They find
no support for the bird-in-the-hand hypothesis. In fact, Baker et al. (2002, p. 278) state
“…this finding does not provide support for the bird-in-the-hand explanation for why
companies pay dividends”.
5.2.3. Tax Effect Hypothesis59
The school of thought which favours lower dividends, Brennan (1970) and
Litzenberger and Ramaswamy (1980), base its case on the view that dividends are less
desirable than capital gains because dividends are taxed more heavily than capital gains.
This view is strengthened by the fact that in most countries dividends are taxed
immediately while taxes on capital gains are deferred until the gains are actually
realized. This is a departure from the MM hypothesis where they assume that there are
no taxes. The tax-effect hypothesis argues that there is a negative association between
dividends and stock price. This is because a high dividend payout increases the cost of
59 See Graham (2003) for a survey on the impact of taxes on corporate finance.
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capital which results in a decrease in stock price. The tax disadvantage of dividends
tends to make investors prefer companies that retain most of their earnings and, as a
result, these investors are willing to pay a premium for companies with low dividend
payment (Brennan (1970)). Consequently, firms should keep their dividend payments
low if they want to maximize stock prices.
5.2.3.1. Empirical Evidence60
Although there are many studies that examine the tax-effect hypothesis, the
evidence reported in most cases is not supportive. For instance, Black and Sholes
(1974) find that low and high dividend yield stocks do not have significantly different
stock returns either before or after taxes. That is, they find no evidence of a tax effect.
In contrast, Litzenberger and Ramaswamy (1979) use monthly data from the US from
1931 to 1977 and classify stocks into yield classes, a positive dividend-yield class and
zero dividend-yield class. They find evidence in support of the theory that there is a
differential tax impact on dividends over capital gains. Specifically, Litzenberger and
Ramaswamy (1979) document that pretax returns are associated with dividend yield.
They conclude that “for every dollar increase in return in the form of dividends,
investors require an additional 23 cents in before tax returns” (p. 190). Litzenberger and
Ramaswamy (1979) results imply that firms could increase their stock price by paying
fewer dividends. Blume et al. (1974) find that taxes affect the portfolio mix of investors.
60 There are many studies that examine the impact of taxes on dividends by examining the behaviour of stock prices around the ex-dividend day. For an extensive review of the literature on this part, see Chapter 3.
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Poterba and Summers (1984) also report evidence consistent with the tax-effect
hypothesis.
On the other hand, Miller and Sholes (1982) re-examine Litzenbereger and
Ramaswamy (1979) findings and provide evidence inconsistent with the tax-effect
hypothesis. In particular, they fail to find any evidence of a tax effect. Keim (1985)
uses a sample of 429 firms and estimates the relationship between long-run dividend
yields and stock returns. He finds that the relationship between the long-run dividend
yield and stock returns is not solely driven by the difference in tax treatment between
dividends and capital gains. Chen, Grundy, and Stambaugh (1990) document that the
positive relationship between dividend yield and equity returns can be explained by a
time-varying risk premium that is correlated with the dividend yield. They show that
there is no significant association between cross-sectional variations in returns and
dividend yield that is a consequence of a tax penalty. In a more recent study, Morgan
and Thomas (1998) use data from the UK over the period 1975 to 1993 to examine the
tax-effect hypothesis. Their results are inconsistent with the tax-effect hypothesis.
Kalay and Michaely (2000) re-examine the influence of the differential taxation of
dividends and capital gains and find no empirical evidence for the tax effect.
5.2.4. Agency Costs and Free Cash Flow Hypothesis
A major strand of the literature focuses on agency problem between managers
and shareholders. Due to the separation between ownership and control, managers
(agents) may not always act in the best interest of the firm owners. This induces
shareholders to incur agency costs to monitor managers’ behaviour. Dividend payments
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may help in aligning the interests of managers and shareholders by cutting down the
cash available for use at the discretion of management, and hence providing protection
against self-interest of management (Jensen and Meckling (1976), Rozeff (1982),
Easterbrook (1984), Jensen (1986), Crutchley and Hansen (1989), Jensen et al. (1992),
Alli et al. (1993), Saxena (1999), and Mollah, Keasey, and Short (2000)). Moreover,
paying larger dividends reduces the discretionary internal cash flow and forces the firm
to seek external financing from capital markets and the scrutiny and disciplining effects
of investment professionals (Easterbrook (1984)). In other words, the capital markets
provide an efficient monitoring mechanism for firms to reduce excess perquisite
consumption and hence reduce the agency problem. Moreover, Jensen’s (1986) free
cash flow hypothesis suggests that excess free cash flow motivates managers to invest in
projects with negative net present value. Under this hypothesis, managers have an
incentive to engage in activities to increase the size of the firm beyond the optimal level.
Dividend payments may help reduce the overinvestment problem by reducing the free
cash flow under management discretion. Consequently, dividend payments may help in
reducing agency costs between managers and shareholders.
Another source of agency costs is the potential conflict between shareholders and
bondholders. This conflict arises because shareholders can expropriate wealth from
bondholders by paying themselves dividends. Stated differently, dividend payments to
shareholders may result in a reduction of the funds available to be distributed to
bondholders (Jensen and Meckling (1976)). Therefore, bondholders may prefer to place
some restrictions on dividend payments to make sure that the firm has enough money to
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pay them (Smith and Warner (1979) and Kalay (1982b)). In contrast, shareholders may
prefer to have large dividend payments (Ang (1987)).
5.2.4.1. Empirical Evidence
There are many studies that address agency costs as an explanation for paying
dividends, however these produce mixed results. Perhaps the best-known attempt to
find an empirical relationship between agency costs and dividend policy is Rozeff
(1982). He uses a sample of 1,000 non-regulated firms in 64 different industries from
1974 to 1980. Rozeff employs two variables as proxies for agency costs and finds that
these variables are important determinants of dividend policy. In particular, Rozeff
documents that firm’s establish higher dividend payouts when insiders hold a lower
fraction of the equity and/or greater number of stockholders owns the outside equity.
Dempsey and Laber (1992) update the work of Rozeff’s by using an extended period
between 1981-1987. Their findings are in line with Rozeff’s results. In contrast, Alli et
al. (1993) use a factorial model and find results that are inconsistent with Rozeff (1982).
In their study, as the number of stockholders increases, the agency problem becomes
more severe and hence the need for monitoring managerial actions increases. Managers
need to pay higher dividends to reduce the agency problem. Alli et al. also find that
shareholders and bondholders conflicts affect the dividend policy of the firm. Crutchley
and Hansen (1989) investigate the relationship between ownership, dividend policy and
leverage and document that managers make financial decisions to efficiently control
agency costs. In a similar vein, Jensen et al. (1992) examine the determinants of cross-
sectional differences in insider ownership, debt and dividend policy. They use three-
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stage least squares for a sample of 565 firms for the year 1982 and 632 firms for the year
1987. They report evidence that supports Rozeff (1982) and the agency cost hypothesis.
In particular, they find that inside ownership is one of the most influential determinants
of dividend policy.
More support and further contribution to the agency theory debate is provided by
Holder, Langrehr, and Hexter (1998) in their examination of 477 US firms over the
period 1980 to 1990. In particular, they report a significant negative association
between insider ownership and dividend payouts and a significant positive association
between dividend payouts and the number of shareholders. Saxena (1999) investigates
the determinants of dividend policy of 235 unregulated and 98 regulated NYSE listed
firms over the period 1981 to 1990. He documents that agency costs have a primary
affect on dividend policy which is similar to the results reported by Holder et al. (1998).
Lang and Litzenberger (1989) examine the free cash flow hypothesis using a
sample of 429 US dividend-change announcements for the period 1979 to 1984. They
use the framework of the principal-agent conflict model developed by Berle and Means
(1932) and extended by Jensen (1986). They find that free cash flow has strong
explanatory power, consistent with the free cash flow hypothesis. In contrast, Howe,
He, and Kao (1992) use a sample of 55 self-lenders and 60 special dividend
announcements between 1979 and 1989 and provide evidence inconsistent with Lang
and Litzenberger (1989). In a similar vein, Denis, Denis, and Sarin (1994) examine the
relationship between dividend yield and Tobin’s Q on a sample of 5,992 dividend
increases and 785 dividend decreases over the period 1962 to 1988. They report
evidence inconsistent with the free cash flow hypothesis. Yoon and Starks (1995) repeat
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the Lang and Litzenberger experiment over a larger time period. They use a sample of
4,179 dividend change announcements of firms listed on the NYSE over the period 1969
to 1988 and report similar results to those of Denis et al. (1994). Similarly, Lie (2000)
uses a large sample of special dividends, regular dividend, and self-tender offers to
examine the free cash flow hypothesis. He reports evidence inconsistent with the free
cash flow hypothesis. On the other hand, the Grullon, Michaely, and Swaminathan
(2002) findings of a declining return on assets, cash levels, and capital expenditure in the
years after dividend increases implies that firms that expect a reduction in their
investment opportunity set are the ones that are more likely to increase dividends. This
evidence is in line with the free cash flow hypothesis.
Recently, DeAngelo, DeAngelo, and Stulz (2004) examine the probability that a
firm increases dividends with higher levels of equity returns. They provide evidence
that is strongly in line with their prediction. Specifically, for publicly traded industrial
firms over 1973-2002, the proportion of firms that pay dividends is high when the ratio
of return on total common equity (or total assets) is high, and falls with declines in either
ratio, becoming near zero when a firm has a low return on equity. They interpret this
result as evidence that firms pay dividends to mitigate agency problems. On the other
hand, Grinstein and Michaely (2005) find no evidence that either the portion of shares
held by institutions or the concentrations of their holdings is related to dividend payout,
inconsistent with agency cost theory. Furthermore, they find that institutional investors
do not monitor and control management actions through dividend policy. Similarly,
Brav et al. (2005) in their interviews of financial executives in the US find that most
financial executives do not think that dividend policy is a means of imposing self-
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discipline. Specifically, almost 87% of executives think that the discipline imposed by
dividends is not an important factor influencing dividend policy.
Further support for the agency cost hypothesis is reported using data from
outside the US. For example, Mollah et al. (2000) examine 153 non-financial
companies listed on the Dhaka Stock Exchange for the period 1988 to 1997. They find
that all the proxies used for agency costs are significant and agency costs are an
important determinant of dividend policy. Similarly, La Porta, Lopez-De-Silanes,
Shleifer, and Vishny (2000) use a sample of 4,000 firms from 33 countries around the
world. They find that dividend policies vary across legal regimes in ways consistent
with the agency theory of dividends. In particular, they report that firms pay more
dividends in countries with better shareholder protection. They conclude that “our data
suggest that the agency approach is highly relevant to an understanding of corporate
dividend policies around the world”. Likewise, Manos (2002) uses a sample of 661 non-
financial firms listed on the Bombay Stock Exchange and finds evidence consistent with
the agency cost hypothesis. Also, Zeng (2003) investigates the determinants of dividend
policy for Canadian firms and reports evidence consistent with the agency cost model.
More recently, Borokhovich, Brunarski, Harman, and Kehr (2005) find that on average,
firms with a majority of outside directors on their boards experience significantly lower
mean abnormal returns around the announcements of sizable dividend increases. They
interpret this as evidence that dividends reduce agency costs. Similarly, Chen and
Dhiensiri (2005) analyze the determinants of dividend policy using a sample of firms
listed on New Zealand Stock Exchange (NZSE) and report evidence consistent with the
agency cost theory. In particular, they find that NZSE firms tend to have a high
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dividend payout ratio when they have high ownership dispersion. They also find that
these firms tend to have a lower dividend payout ratio when they have a higher degree of
insider ownership. On the other hand, Chay and Suh (2005) investigate the determinants
of dividend policy in 24 countries around the world and find weak support for the
hypothesis that agency costs are related to dividend payouts.
5.3. Factors that Influence Dividend Policy
Based upon the determinants of corporate dividend policy identified by the
previous theoretical and empirical studies and the availability of data in the “Share-
Holding Guide of MSM Listed Companies”, this section describes the factors that we
use to determine dividend policy.
5.3.1. Profitability
Profits have long been regarded as the primary indicator of a firm capacity to pay
dividends. In fact, several studies find the profitability of the firm is a significant factor
that influences a firm’s dividend policy (Lintner (1956), Adaoglu (2000), Pandey
(2003), Aivazian et al. (2003b, 2006), among others). Since dividends are usually paid
from the annual profits, it is logical that profitable firms are able to pay more dividends.
According to pecking order theory, highly profitable firms are in a position to distribute
dividends. Fama and French (2001) report a positive association between dividends and
profitability which they interpret as evidence in support of the pecking order theory. To
examine whether the profitability of the firm influences its dividend policy, we use the
ratio of earnings before interest and taxes to total assets as our surrogate for profitability
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(Tong and Green (2005), Farhat et al. (2006), Chang et al. (2006), among others). We
expect to find a positive relationship between dividends and profitability.
5.3.2. Firm Size
Variables such as size have the potential to influence a firm’s dividend policy. In
fact, there are many studies that document firm size as an important determinant of
dividend policy. In general, these studies report a positive relationship between firm
size and dividends (Lloyd, Jahera, and Page (1985), Chang and Rhee (1990), Smith and
Watts (1992), Gaver and Gaver (1993), Vogt (1994), Barclay, Smith, and Watts (1995),
Redding (1997), Adedeji (1998), Bradley, Capozza, and Seguin (1998), Holder et al.
(1998), Fama and French (2001), Aivazian et al. (2006), among others). The
explanation for the positive relationship is that larger firms have an advantageous
position in the capital markets to raise external funds and are therefore less dependent on
internal funds. Furthermore, larger firms have lower bankruptcy probabilities and
therefore should be more likely to pay dividends. This implies an inverse relationship
between the size of the firm and its dependence on internal financing. Hence, larger
firms are expected to pay more dividends.
As a surrogate for firm size, we use the natural logarithm of sales. This measure
is used by many prior studies including Booth et al. (2001), Dickens, Casey, and
Newman (2002), Aivazian et al. (2003b), Bebczuk (2004), Fleming, Heaney, and
McCosker (2005), and Grinstein and Michaely (2005).
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5.3.3. Leverage
Leverage may affect a firm’s capacity to pay dividends. This is because firms
that finance their business activities through borrowing commit themselves to fixed
financial charges that include interest payments and the principal amount. Failure to
make these payments by the due time subjects the firm to risk of liquidation and
bankruptcy. This suggests that firms with a high level of leverage have higher levels of
risk. Higher leverage may result in a low dividend payment. Furthermore, some debt
covenants have restrictions on dividend distributions because the lenders want to secure
their debt. In addition, debt can serve as a substitute for dividends in reducing the
agency problem (Jensen (1986)). This is because firms that borrow are required to make
contractual payments to lenders which reduce the free cash flow available to managers
and subject them to monitoring from capital markets. This analysis suggests a negative
relationship between dividends and leverage.
Several studies report results that are consistent with a negative relationship
including Nakamura (1989), DeAngelo and DeAngelo (1990), Jensen et al. (1992),
Agrawal and Jayaraman (1994), Bradley et al. (1998), Crutchley, Jensen, Jahera, and
Raymond (1999), Faccio, Lang, and Young (2001), Gugler and Yurtoglu (2003),
Aivazian et al. (2006), among others.
We test whether leverage is an important determinant of dividend policy by
using the debt ratio as our proxy for leverage. The debt ratio has been used by many
studies including Sawicki (2002), Aivazian et al. (2003a,b), Zeng (2003), Bebczuk
(2004), Trojanowski (2004), Bancel, Bhattacharyya, and Mittoo (2005), Kania and
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Bacon (2005), Wei and Xiao (2005), Trojanowski and Renneboog (2005), and Zhang
(2005).
5.3.4. Agency Costs
The separation of ownership and control results in the agency problem. This
problem can be reduced by distributing dividends (Rozeff (1982), Easterbrook (1984),
Jensen et al. (1992), among others). In this vein, dividends are paid out to stockholders
in order to prevent managers from building unnecessary empires to be used in their own
interest. In addition, dividends reduce the size of internally generated funds available to
managers, forcing them to go to the capital market to obtain external funds (Easterbrook
(1984)). Furthermore, dividend payments are used to reduce the free cash flow problem
(Jensen (1986)). Dividend payments reduce discretionary funds available to managers
and this reduces the overinvestment problem.
As explained in Rozeff (1982), firms with a larger percentage of outside holdings
are subject to higher agency costs. The more dispersed is the ownership structure, the
more acute the free rider problem and the greater the need for outside monitoring
(Manos (2002)). Stated differently, as the number of stockholders increase, agency
problems become more severe and thus the need for monitoring managers also increases.
Hence, these firms should pay more dividends to control the impact of widespread
ownership. Consequently, it is expected to find a positive association between the
number of shareholders and the agency problem.
For the case of Oman, which as we previously reported is highly levered where
banks play a pivotal role in financing Omani firms, agency problems should be less
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severe. Jensen (1986) argues that debt could serve as a substitute for dividends in
reducing the agency problem. This fact should reduce the importance of dividends in
alleviating the agency problem in Oman.
While there is a wide agreement that agency costs are an important determinant
of dividend policy, a critical issue is to find an appropriate proxy for agency costs. In
this vein and as explained before, Rozeff (1982) argues that firms with greater number
of shareholders (wider dispersion of ownership) are subject to higher monitoring costs.
Previous research used the number of shareholders as a proxy for dispersion of
ownership (Rozeff (1982), Lloyd et al. (1985), Jensen et al. (1992), Alli et al. (1993),
Schooley and Barney (1994), Holder et al. (1998), Saxena (1999), Mollah et al. (2000)),
and Deshmukh (2003)). We follow these studies by using the logarithm of the number
of shareholders to account for the dispersion of ownership which is used as a proxy for
agency costs.61 If dividends are important in alleviating agency problems, we should
observe a positive association between dividends and the number of shareholders.
5.3.5. Business Risk
Business risk is a potential factor that may affect dividend policy. High levels of
business risk make the relationship between current and expected future profitability less
certain. Consequently, it is expected that firms with higher levels of business risk will
have lower dividend payments. Furthermore, Beaver, Kettler, and Scholes (1970),
Michel and Shaked (1986), Bar-Yosef and Huffman (1986), Glen et al. (1995), and
61 Some studies use the percentage of a firm’s common stock held by insiders as a proxy for agency costs (Rozeff (1982), Lloyd et al. (1985), Dempsey and Laber (1992), Jensen et al. (1992), Collins, Saxena, and Weaver (1996), and Mollah et al. (2000)). Since we do not have these data, we are not able to use it in this study.
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others argue that the uncertainty of a firm’s earnings may lead it to pay lower dividends
because volatile earnings materially increase the risk of default. In addition, field
studies using survey data (e.g., Lintner (1956), Brav et al. (2005)) report compelling
evidence that risk can affect dividend policy. In these surveys, managers explicitly cite
risk as a factor that influences their dividend choice. In a recent study, Hoberg and
Prabhala (2006) document that risk is an economically and statistically significant
determinant of dividends.
As a surrogate for business risk, we follow Aivazian et al. (2003b) and use the
standard deviation of return on investment. We expect to find a negative relationship
between dividends and business risk.
5.3.6. Ownership Structure
The type of ownership is an important factor that may influence a firm’s
dividend policy (Maury and Pajuste (2002)).62 Different types of owners have different
preferences for dividends. For example, in family-controlled firms where managers are
the owners there is less need for dividends to reduce the agency problem. In contrast,
firms with large government ownership may suffer more from agency problems,
because, in firms where there is large government ownership, there is “a double
principal-agent problem” (Gugler (2003, p. 1301)). Dividend payments may alleviate
the agency problem in these firms. The above analysis implies a positive association
between dividends and government ownership. To control for government ownership,
62 See Short (1994) for a survey on the relationship between ownership structure and dividend policy.
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we use a dummy variable which is equal to one for firms where the government is the
controlling shareholder, and zero otherwise.63
Furthermore, firms with a high percentage of institutional ownership are
expected to suffer less from agency problems. This is because institutional investors can
play a significant role in monitoring these firms to alleviate agency problems. In this
vein, Zeckhauser and Pound (1990) demonstrate that institutional shareholders may act
as a substitute monitoring device, thereby reducing the need for external monitoring by
capital markets. On the other hand, Short, Zhang, and Keasey (2002, p. 108), state that
“the arm’s length view of investment held by many institutional investors, coupled with
the incentives to free ride with respect to monitoring activities, suggests that institutional
shareholders are unlikely to provide direct monitoring themselves”. In the US,
institutional investors are expected to invest more in dividend-paying stocks to get
advantage of the tax treatment that favour institutional investors (Redding (1997)).64
However, Grinstein and Michaely (2005) fail to find any evidence that institutional
ownership is related to the dividend payout ratio.
5.3.7. Maturity Hypothesis
Grullon et al. (2002) suggest that as firms mature they experience a contraction
in their growth which results in a decline in their capital expenditures. Consequently,
63 We use a 10% threshold level of ownership to identify the ultimate owner of the firm. For instance, if the government owns 10% or more of a firm’s shares, that firm is considered government owned. This is the criteria used by the MSM. This approach is also used by La Porta et al. (1999), Faccio et al. (2001), Maury and Pajuste (2002), among others. 64 While we have aggregate data that are published in the MSM annual reports (see Appendix A), we do not have data at the firm level on the type of ownership structure such as insider ownership and institutional ownership. It is worth noting that the MSM has started recently to publish the names of individuals and institutions with 10% or more shareholding.
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these firms have more free cash flow to pay as dividends. In contrast, younger firms
need to build up reserves to finance their growth opportunities requiring them to retain
earnings. Consequently, these firms do not pay as much in dividends. Similarly, Brav et
al. (2005) suggest that more mature firms are more likely to pay dividends. Indeed,
Salas and Chahyadi (2005) find that maturity is a significant determinant of dividend
policy. We test the maturity hypothesis by using the firms’ age as a proxy for a firm’s
maturity. Following Salas and Chahyadi (2005) and Barclay, Holderness, and Sheehan
(2006), we define age as the difference between the calendar year of the observation and
the firm’s incorporation date reported in the “Share-Holding Guide of MSM Listed
Companies”. We expect a positive association between dividends and the age of the
firm.
5.3.8. Tangibility
Asset tangibility may have an effect on dividend policy. This is because firms
with high level of tangible assets can use these as collateral for debt (Booth et al. (2001)
and Bevan and Danbolt (2004)). Consequently, such firms tend to rely less on retained
earnings implying that these firms will have more cash that can be distributed in
dividends. This suggests a positive association between asset tangibility and dividends.
Furthermore, high levels of tangible assets are an indication of higher level of protection
for bondholders. In other words, firms with high levels of tangible assets should be
subject to less agency problem between shareholders and bondholders (Titman and
Wessels (1988)). The higher the tangible assets the less likely bondholders will impose
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severe restrictions on the firm’s dividend policy, and consequently, this will lead to a
higher level of dividend payment.
Aivazian et al. (2003b) find that firms operating in emerging markets with high
levels of tangible assets tend to have lower dividends. They explain this result by saying
that firms in emerging markets face more financial constraints when short-term bank
financing is a major source of debt. Hence, firms with high levels of tangible assets will
have fewer short term assets that can be used as collateral to obtain the necessary
financing. We show in Chapter 2 that Omani firms are highly levered with short-term
bank debt playing a pivotal role in financing. In this case, Aivazian et al. (2003b)
analysis implies that we should observe a negative association between dividends and
tangibility. To test for the above hypothesis, we follow Booth et al. (2001) and Aivazian
et al. (2003b) and use the ratio of total assets minus current assets divided by total assets
as a surrogate for tangibility. We predict a negative association between dividends and
asset tangibility.
5.3.9. Growth Opportunities
Firms experiencing substantial success and rapid growth require large additions
of capital. Consequently, growth firms are expected to pursue a low dividend payout
policy. On the other hand, firms with low growth opportunities are more likely to pay
dividends. Similarly, the pecking order theory predicts that firms with a high proportion
of their market value accounted by growth opportunities should retain more earnings so
that they can minimize the need to raise new equity capital. It is also consistent with the
free cash flow theory where firms with high growth opportunities will have lower free
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cash flow and will pay lower dividends (Jensen (1986), Lang and Litzenberger (1989),
Howe et al. (1992), and Denis et al. (1994)).
Previous research by Rozeff (1982), Smith and Watts (1992), Jensen et al.
(1992), Alli et al. (1993), Gaver and Gaver (1993), Schooley and Barney (1994), Fama
and French (2001), Ho, Lam, and Sami (2004), and Aivazian et al. (2006) report results
that support the negative relationship between dividends and growth opportunities.
Likewise, Barclay et al. (1995) find investment opportunities are an important
determinant of dividend policy.
Table 5.1. Summary of Testable Hypothesis and Proxy Variables The table presents summary of the testable hypothesis based on the review of the theoretical and empirical studies. Factor Variable
Name Definitions Hypothesized
Sign Profitability PROFIT Ratio of earnings before interest and
taxes to total assets Positive
Size LOGS Log of sales. Positive Leverage DR Ratio of total debt to total assets. Negative Agency Costs STOCK Natural Log of the number of
stockholders. Positive
Business Risk DROI Standard deviation of return on investment.
Negative
Government Ownership
GOVOWN Dummy equal one if firm owned by government or its agencies and zero otherwise.
Positive
Maturity AGE The difference between the current year of the observation and the year of incorporation.
Positive
Tangibility65 TANG Total assets minus current assets divided by total assets.
Negative
Growth Opportunities
MB Ratio of a firm’s market value of equity dividend by the book value of its assets.
Negative
65 We subtracted intangible assets from long-term assets in the numerator.
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To account for growth opportunities, we follow previous research and use the
market-to-book ratio as a surrogate for growth opportunities (Barclay et al. (1995),
Cleary (1999), Travlos et al. (2001), Deshmukh (2003), Aivazian et al. (2003b, 2006),
Stacescu (2004), Naceur et al. (2005), Grinstein and Michaely (2005), and Barclay et al.
(2006)). We expect a negative relationship between dividends and growth opportunities.
In sum, we have described nine hypotheses that are related to factors that may
affect dividend policy. To recapitulate, Table 5.1 reports a summary of the hypothesis
described above. The table also provides the proxies used for the variables along with
the expected sign for each factor.
5.4. Data
The data for this study are obtained from “Share-Holding Guide of MSM Listed
Companies” published by the MSM. As the data were available in hard copy only, the
first task was to input the data into a computer database. The data set comprise all
publicly traded firms listed at the MSM. In the sample, firms come from all four sectors
that comprise the MSM namely, financial and banking sector, service sector, industry
sector, and insurance sector. We split this sample into financial and non-financial firms.
Financial firms include banks, insurance, leasing, and investment holdings while non-
financial firms include industrial and service firms such as poultry, fisheries, agriculture,
oil, and manufacturing firms.
The number of firms included in the study changes from one year to another,
with a range from 14 to 37 for financial firms and a range from 32 to 107 for non-
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financial firms. This results in a data set of an unbalanced panel containing 413 firm-
year observations for financial firms and 1,057 firm-year observations for non-financial
firms. The fact that we are using panel data gives “more informative data, more
variability, less collinearity among the variables, more degrees of freedom and more
efficiency” (Baltagi (2001, p.6)).66
These data are time series cross-sectional variables which are collected over the
entire life of the MSM from 1989 to 2004. We check the accuracy of the data by
comparing the figures from the MSM Guide with the data from the firm’s financial
statements available on the internet, where possible.
The empirical literature on dividend policy has largely ignored firms that do not
pay dividends. If value-maximizing firms choose not to pay dividends, a sample that
contains only dividend paying firms will be subject to a selection bias. An econometric
analysis of such a sample will yield biased and inconsistent estimates. To address this
selection bias, we use both dividend-paying and non-dividend paying firms. In this vein,
Kim and Maddala (1992) demonstrate that it is important to allow for zero observations
on dividends in the estimation of models of dividend behaviour. Likewise, Deshmukh
(2003, p. 353) states “If firms find it optimal to not pay dividends, then their exclusion
from any empirical analysis may create a selection bias in the sample, resulting in biased
and inconsistent estimates of the underlying parameters”.67
66 There are many studies that use panel data to investigate dividend policy such as Anderson (1986), Chowdhury and Miles (1989), Kim and Maddala (1992), Adaoglu (2000), Benito and Young (2003), Gugler and Yurtoglu (2003), Ho (2003), Omet (2004), Trojanowski (2004), among others. 67 For further information on this issue, see Anderson (1986) and Kim and Maddala (1992).
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5.4.1. Estimation Model
Based on the previous description of our proxies for the potential factors that
may affect dividend policy, we estimate the following model:
GOVOWNDROISTOCKDRLOGSPROFITBDIVYLD 6543210 ββββββ ++++++=
εβββ ++++ MBTANGAGE 987 (5.1)
where the variables are as defined in Table 5.1. The expected signs for the explanatory
variables in the empirical model are positive for profitability, size, agency costs,
government ownership, and maturity; and negative for leverage, business risk,
tangibility and growth.
We use dividend yield as the dependent variable. This is in line with previous
research by Chang and Rhee (1990), Gaver and Gaver (1992), Smith and Watts (1992),
Schooley and Barney (1994), Barclay et al. (1995), Redding (1997), Gul (1999), Han,
Lee, and Suk (1999), Dickens et al. (2002), Aivazian at el. (2003a), Ho et al. (2004),
Stacescu (2004), Naceur et al. (2005), among others. As a robustness check, we also
employ the same measure of dividend policy used by Fama and French (2002), Aivazian
et al. (2003b), and Barclay et al. (2006), which is dividend-to-asset ratio.68
The distribution of dividends is truncated with a zero dividend as its lower
bound. This necessitates the use of Tobit analysis which is a robust method for dealing
with a truncated distribution.69 Furthermore, in Oman as well as in other countries, there
68 We did not use the payout ratio to avoid the problems of negative payout ratios that results from negative earnings or excessively high payout ratios when income is close to zero (Schooley and Barney (1994)). In Fact, Aivazian et al. (2003b, p. 378) state that “the dividend payout ratio is highly unstable and nonnormal as earnings get close to zero; consequently, it is not useful as a dependent variable in cross-sectional regressions.” 69 See Olsen (1987) for a more detailed discussion of the Tobit model.
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are some firms that pay dividends and others that do not. Even those that pay dividends
do not pay them continuously. This creates a censoring problem (Kim and Maddala
(1992)). This requires the use of Tobit Model (Anderson (1986), Kim and Maddala
(1992), and Huang (2001a, 2001b)). Moreover, our use of Tobit regression to examine
dividend policy is consistent with previous research by Kim and Maddala (1992),
Barclay et al. (1995), Dickens et al. (2002), Manos (2002), Bebczuk (2004), Al-Malkawi
(2005), Trojanowski and Renneboog (2005), among others.
5.4.2. Payment of Dividends
Omani firms tend to attract investors by distributing large dividends. Most of the
profitable Omani firms distribute dividends as a means of rewarding investors for
holding their securities. Stock repurchase is a rare phenomena in Oman, however some
firms supplement their cash dividends distributions with stock dividends.70
In Oman, most profitable companies distribute 100% of their profits as cash
dividends. This led the CMA to issue a circular (number 12/2003) arguing that firms
should retain some of their earnings for “rainy days”. This circular also requires firms to
have a clear policy of dividends and to disclose it in their financial reports. With this
regard, the circular states that
“…studies have shown that the majority of Omani public joint stock companies
currently operate with a dividend cover of 100% of its available profits assigned to
dividends…We are all required to set out a clear cut dividend policy with a view to the
70 It is possible for Omani companies to buy back their shares provided that they submit an application to the CMA where they have to list the reasons for buying back their shares.
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long term expansion of the company by striking the right mix to meet both good
housekeeping practice (retention of some earnings appropriate to the economic
conditions) and the understandable desire of shareholders for immediate returns. CMA
calls upon public joint stock companies to adopt prudent policies in cash dividends and
to disclose the same in the annual report of the board of directors attached to the
financial statements.”
Table 5.2. Dividend Payout Ratio for All, Financial, and Non-Financial Firms over the Period 1989-2004. The table presents the mean and the standard deviation for firms listed at the MSM for each year from 1989-2004. Furthermore, the table also shows the mean and standard deviation for financial and non-financial firms during the same period. In panel A, we present the results for all firms including both dividend paying and non-paying firms. In panel B, we report the results for dividend paying firms. Panel A: All Firms
All
Financials
Non-Financials
Year Mean StDev Mean StDev Mean StDev 1989 42% 44% 47% 30% 40% 48% 1990 66% 205% 94% 279% 36% 42% 1991 43% 43% 49% 47% 39% 41% 1992 47% 82% 32% 39% 55% 96% 1993 134% 701% 46% 35% 171% 837% 1994 52% 85% 45% 34% 56% 98% 1995 41% 55% 49% 49% 39% 58% 1996 39% 75% 37% 35% 40% 87% 1997 32% 46% 19% 30% 37% 51% 1998 29% 177% 20% 31% 32% 206% 1999 29% 162% 25% 59% 30% 186% 2000 63% 400% 24% 49% 76% 466% 2001 35% 181% 15% 30% 42% 209% 2002 49% 249% 33% 52% 54% 289% 2003 34% 142% 60% 142% 25% 141% 2004 57% 262% 58% 139% 56% 295%
Overall period 46% 182% 41% 67% 48% 197% Observations 1514 437 1077
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Panel B: Dividend Paying Firms All Financials Non-Financials
Year Mean StDev Mean StDev Mean StDev 1989 70% 35% 60% 19% 76% 41% 1990 117% 263% 149% 343% 72% 30% 1991 71% 33% 80% 32% 66% 33% 1992 86% 94% 72% 18% 91% 111% 1993 225% 902% 65% 20% 312% 1121% 1994 90% 95% 62% 22% 106% 115% 1995 76% 54% 70% 44% 80% 60% 1996 73% 90% 58% 26% 81% 110% 1997 63% 48% 43% 32% 70% 51% 1998 159% 394% 55% 25% 281% 571% 1999 185% 378% 96% 81% 258% 504% 2000 256% 787% 70% 62% 371% 991% 2001 130% 333% 49% 37% 166% 396% 2002 122% 385% 55% 58% 166% 492% 2003 86% 218% 123% 187% 69% 232% 2004 151% 412% 138% 189% 157% 481%
Overall period 122% 283% 78% 75% 151% 334% Observations 806 261 545
As with other Arab countries, Omani investors seem to prefer to receive periodic
income in the form of dividends (Bolbol and Omran (2004)). For the entire sample,
Panel A of Table 5.2 shows that the average payout ratio is around 46%. When the zero
dividend observations are removed, the average payout ratio increases considerably to
122% (Panel B). This is much higher than the payout ratio reported by Fazzari,
Hubbard, and Petersen (1988), Kaplan and Zingales (1997), and Aivazian et al. (2006)
samples of US firms. It is also higher than 23.3% reported by Chen and Dhiensiri
(2005) for New Zealand. Note that the payout ratio for non-financial firms is higher
than that for financial firms. The standard deviation of the payout ratio exhibits a
similar pattern.
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5.4.3. Descriptive Statistics71
Table 5.3 provides summary statistics for two measures of dividend policy for
non-financial firms. As in Aivazian et al. (2003b), we report the ratio of aggregate
dividend to total assets to avoid the problems that may exist with the divided yield.
Table 5.3. Descriptive Statistics for Non-Financial Firms The table presents descriptive statistics for all non-financial firms listed at the MSM for the years 1989-2004. The observations are 1057. The variables are dividend yield (DIVYLD), dividend-to-asset ratio (DIV/TA), profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB).
Variable Mean Median Standard Deviation Minimum Maximum DIVYLD 0.0318 0.0000 0.0779 0.0000 0.7565 DIV/TA 0.0226 0.0000 0.0423 0.0000 0.2903 PROFIT 0.1137 0.0647 0.2623 -1.2994 3.4059 LOGS 6.3180 6.3845 0.7677 2.6532 8.5063
DR 0.6380 0.5641 0.5975 0.0003 8.1240 STOCKS 2.5045 2.4829 0.5877 0.6990 4.4273
DROI 0.0599 0.0208 0.1315 0.0000 1.5080 GOVOWN 0.1608 0.0000 0.3676 0.0000 1.0000
AGE 9.7133 8.0000 7.1324 0.0000 30.0000 TANG 0.3591 0.2816 0.4415 0.0000 0.9521
MB 1.5475 1.2844 4.2188 -33.2831 49.2872
As can be seen in Table 5.3, Omani firms have an average dividend yield of
3.18%72 and a market-to-book ratio of 155%. The profitability of non-financial Omani
firms as reflected in the ratio of earnings before interest and taxes to total assets is
around 11.37%. Consistent with our analysis in Chapter 2, the figures reported show
that non-financial Omani firms are highly levered with a debt ratio of around 63.80%.
71 We present the correlation matrix and the VIF for both financial and non-financial firms in Table E1 in Appendix E. All the VIFs are less than the standard cutoff value of ten, indicating that multicollinearity does not appear to be a significant factor. 72 The dividend yield is calculated from a sample that contains both dividend paying and non-dividend paying firms which may underestimate it.
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This is much higher than the debt ratio for most of the countries reported in Aivazian et
al. (2003b) including the US. However, business risk (standard deviation for return on
investment) in Oman is similar to the emerging countries reported in Aivazian et al.
(2003b).
Table 5.4 describes the sample for financial firms. The figures reported show
that the dividend yield is slightly higher for financial firms with a value of 3.39%.
Similarly, the standard deviation of return on investment is larger for financial firms.
However, government ownership in financial firms is smaller than that for non-financial
firms. Likewise, the profitability and growth of financial firms is less than that for non-
financial firms. The results also show that financial firms are highly levered with a debt
ratio of 62.66% which is similar to that reported for non-financial firms.
Table 5.4. Descriptive Statistics for Financial Firms The table presents descriptive statistics for all financial firms listed at the MSM for the years 1989-2004. The observations are 413. The variables are dividend yield (DIVYLD), dividend-to-asset ratio (DIV/TA), profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB).
Variable Mean Median Standard Deviation Minimum Maximum DIVYLD 0.0339 0.0000 0.0582 0.0000 0.6940 DIV/TA 0.0178 0.0000 0.0296 0.0000 0.1694 PROFIT 0.0519 0.0450 0.2299 -1.1177 3.1833 LOGS 6.3609 6.4294 0.8510 2.5855 8.0593
DR 0.6266 0.5982 0.8276 0.0010 9.1872 STOCKS 2.7932 2.8633 0.5521 1.1139 4.4760
DROI 0.0769 0.0134 0.2837 0.0000 5.0525 GOVOWN 0.1501 0.0000 0.3576 0.0000 1.0000
AGE 9.4165 7.0000 7.1388 0.0000 31.0000 TANG 0.0365 0.0033 0.1316 0.0000 0.9273
MB 1.4082 1.0848 2.3499 -14.7437 31.3345
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Table 5.5 reports summary statistics on cash dividends for non-financial firms
for each year from 1989-2004. In most cases, the number of non-financial firms that pay
cash dividends changes from one year to the next with the highest number of firms
paying cash dividends in 2004 and the lowest in 1990. Overall, around 50% of the firm-
year observations have zero dividends.
Table 5.5. Number and Fraction of Non-Financial Firms Paying Dividends The table presents the number of firms that pay dividends (and the percentage of firms that pay dividends) as well as the number of firms that do not pay dividends (and the percentage of firms that do not pay dividends) for all non-financial firms listed at the MSM for each year from 1989-2004.
Year No Dividend Percentage Dividend Percentage Total 1989 16 0.4848 17 0.5152 33 1990 16 0.5000 16 0.5000 32 1991 14 0.4118 20 0.5882 34 1992 14 0.4000 21 0.6000 35 1993 18 0.4500 22 0.5500 40 1994 21 0.4773 23 0.5227 44 1995 29 0.5179 27 0.4821 56 1996 30 0.5085 29 0.4915 59 1997 23 0.3651 40 0.6349 63 1998 60 0.6522 32 0.3478 92 1999 60 0.6000 40 0.4000 100 2000 59 0.5900 41 0.4100 100 2001 51 0.5313 45 0.4688 96 2002 50 0.5319 44 0.4681 94 2003 35 0.3846 56 0.6154 91 2004 30 0.3409 58 0.6591 88
Observations 526 531 1057
Table 5.6 presents summary statistics on cash dividends for financial firms.
There are some notable differences to those reported for non-financial firms. For
instance, most financial firms distribute dividends. The percentage of financial firms
that pay dividends (62%) is higher than that for non-financial firms (50%). While the
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lowest percentage of firms-year observations that pay dividends for non-financial firms
occurs in 1998, the lowest for financial firms is in 1992. The highest percentage occurs
in 2003.
Table 5.6. Number and Fraction of Financial Firms Paying Dividends The table presents the number of firms that pay dividends (and the percentage of firms that pay dividends) as well as the number of firms that do not pay dividends (and the percentage of firms that do not pay dividends) for all financial firms listed at the MSM for each year from1989-2004.
Year No Dividend Percentage Dividend Percentage Total 1989 3 0.2143 11 0.7857 14 1990 5 0.2941 12 0.7059 17 1991 7 0.3889 11 0.6111 18 1992 10 0.5556 8 0.4444 18 1993 5 0.2941 12 0.7059 17 1994 5 0.2778 13 0.7222 18 1995 6 0.2727 16 0.7273 22 1996 10 0.3846 16 0.6154 26 1997 13 0.4643 15 0.5357 28 1998 12 0.3529 22 0.6471 34 1999 15 0.4054 22 0.5946 37 2000 17 0.4857 18 0.5143 35 2001 18 0.5294 16 0.4706 34 2002 8 0.2424 25 0.7576 33 2003 6 0.2000 24 0.8000 30 2004 16 0.5000 16 0.5000 32
Observations 156 257 413
5.5. Determinants of Dividend Policy
We employ a Tobit regression to examine the determinants of dividends policy
for financial and non-financial firms using dividend yield as the dependent variable.73
As a robustness check, we re-estimate our Tobit model using the ratio of the aggregate
73 It is not possible to estimate conditional fixed effects for tobit models because a sufficient statistic allowing the fixed effects to be conditioned out of the likelihood does not exist (Becher, Campbell, and Frye (2005)).
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dividend to total assets instead of the dividend yield. The results are insensitive to this
measure of dividend policy.74
While there are some common factors (see Table 5.7) that affect the dividend
policy of both financial and non-financial firms, there are also factors that affect only
non-financial firms (see Table 5.8). For example, there are six determinants of dividend
policy for non-financial firms, while there are only three factors that affect the dividend
policy of financial firms. The common factors that affect the dividend policy of both
financial and non-financial firms are profitability, size, and business risk. Leverage,
government ownership, and age affect dividend policy of non-financial firms only. On
the other hand, agency costs, tangibility, and growth are insignificant for both financial
and non-financial firms indicating that these factors are not important determinants of
dividend policy in Oman. The fact that agency costs do not appear to have an effect on
dividend policy of both financial and non-financial firms is not surprising since we
argued earlier that Omani firms are highly levered through bank loans and this renders
the role of dividends in reducing the agency costs less important. We next describe the
results for non-financial and financial firms in greater detail.
5.5.1. Non-Financial Firms
Table 5.7 reports the results for the factors that explain dividend policy for the
non-financial firms. We find that all of the variables are statistically significant except
for agency costs, tangibility, and growth factors.
74 As a robustness check, we estimate a random effects tobit regression. The results are qualitatively similar to those obtained using tobit regression. See Table E2 in Appendix E for the results of non-financial firms and Table E3 for financial firms.
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We test the overall significance of the model using the Wald test, which has a
chi-square (χ2) distribution under the null hypothesis that all the exogenous variables are
equal to zero. The χ2 statistic of the Wald test for dividend yield is 214.31 (p-value =
0.0000) and 291.79 (p-value = 0.0000) for the dividend-to-asset ratio. This indicates
that the explanatory power of both models is significant at the one percent level. We
next describe the statistically significant factors in more detail.
Table 5.7. Tobit Regression for the Determinants of Dividend Policy of Non-Financial Firms. We estimate tobit regressions for all non-financial firms listed at the MSM during 1989-2004. The dependent variables are the dividend yield and the dividend-to-asset ratio. The explanatory variables are the profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB). The table shows the variable, their coefficients, and their corresponding t-statistics.
Dividend Yield
Dividend-to-Asset Ratio Variable
Coefficient T-Statistic Coefficient T-Statistic C -0.5147*** -7.8937 -0.2648*** -7.8420 PROFIT 0.1128*** 2.7588 0.0947*** 4.5006 LOGS 0.0898*** 7.8297 0.0434*** 7.3029 DR -0.0823*** -3.9707 -0.0677*** -5.9694 STOCKS -0.0338 -1.4866 -0.0052 -0.8543 DROI -0.4370*** -4.6890 -0.2529*** -5.2399 GOVOWN 0.0008** 2.0981 0.0003* 1.6406 AGE 0.0016* 1.7280 0.0015*** 3.1758 TANG -0.0199 -1.2222 -0.0116 -1.3573 MB -0.0008 -0.4706 0.0010 1.2529 No of Observations 1,057 1,057 Log Likelihood -102.8745 123.5742 Wald Test [χ2 (9)]a 214.3100 291.7900 P-value 0.0000 0.0000 *, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
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Profitability
Profitable firms are hypothesized to be more able to pay dividends. Our results
are in line with our hypothesis. In particular, the coefficients on profitability (PROFIT)
are positive and statistically significant at the one percent level whether we use dividend
yield or dividend-to-asset ratio. This result is similar to Lintner (1956, p. 107) where he
stated that “…net earnings were the dominant element which determined current
changes in dividends”. It is also consistent with the results documented by Jensen et al.
(1992), Han et al. (1999), Fama and French (2001, 2002), and Aivazian et al. (2003a,
2006).
Size
Larger firms have easier access to capital markets and face lower transaction
costs compared to smaller firms (LIoyd et al. (1985), Holder et al. (1998), Fama and
French (2002), Aivazian et al. (2006), among others). Accordingly, we hypothesized a
positive relationship between dividends and size. Our results are consistent with this
prediction. This result is consistent with those reported by Redding (1997), Fama and
French (2001), and Aivazian et al. (2006).
Leverage
Highly levered firms depend on external financing to a greater extent than the
one with lower leverage ratios, because leverage produces fixed charge requirements.
Consequently, levered firms should pay fewer dividends. We test this hypothesis using
the debt ratio as a surrogate for leverage. As predicted, the coefficients on leverage
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(DR) are negative and statistically significant at the one percent level. This finding
accords with the results of DeAngelo and DeAngelo (1990), Jensen et al. (1992), and
Aivazian et al. (2003b, 2006).
Business Risk
Risky firms should pay fewer dividends. Hence, we predict a negative
association between dividends and business risk. To test this hypothesis, we utilize the
standard deviation of return on investment as proxy for business risk. Our results are
consistent with this prediction.
Government Ownership
In Oman, there are many firms where the government is a controlling
shareholder. We use a dummy variable which is equal to one in firms where
government has 10% or more of the shares. We predict a positive association between
dividends and government ownership. Our hypothesis is based on the argument that
government-controlled firms are subject to “double agency costs”. As predicted, the
estimates of government ownership (GOVOWN) are positive and significant. Our
findings are consistent with those reported by Gul (1999) who examines dividend policy
in Shanghai Stock Exchange and find that government-controlled firms tend to have
large payout ratios. The results are also in line with those reported by Gugler (2003)
who used data from Austria. His tests show a positive association between dividend
yield and government ownership. They are also consistent with the evidence
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documented by Wei, Zhang, and Xiao (2003) for China and Carvalhal-da-Silva and Leal
(2004) for Brazil.
Maturity Hypothesis
Mature firms experience a contraction in their growth which may result in a
decline in capital expenditure. As a result, these firms should have more free cash flow
to pay in dividends. Hence, we should observe a positive association between dividends
and maturity. As a surrogate for maturity, we use the firm age defined as the difference
between the current year of the observation and the year of incorporation. Consistent
with our predictions, the coefficients for age are positive and significant. Our results are
consistent with a recent finding by Salas and Chahyadi (2005) who report evidence that
maturity is a significant determinant of dividend policy.
5.5.2. Financial Firms
Table 5.8 presents the results for the factors that influence dividend policy of
financial firms. As mentioned previously, there are three determinants of dividend
policy of financial firms which are profitability, size, and business risk. Other factors
such as leverage, agency costs, government ownership, age, tangibility, and growth
seem to not have any significant impact on dividend policy of financial firms. All the
significant factors have the hypothesized signs. We described the results of all the
significant factors for dividend policy of non-financial firms above. The same analysis
applies for financial firms.
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Table 5.8. Tobit Regression for the Determinants of Dividend Policy of Financial Firms. We estimate tobit regressions for all financial firms listed at the MSM during 1989-2004. The dependent variables are the dividend yield and the dividend-to-asset ratio. The explanatory variables are the profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB). The table shows the variable, their coefficients, and their corresponding t-statistics.
Dividend Yield
Dividend-to-Asset Ratio Variable
Coefficient T-Statistic Coefficient T-Statistic C -0.2621*** -4.8914 -0.1003*** -3.3994 PROFIT 0.1958*** 3.3637 0.2004*** 5.6068 LOGS 0.0446*** 4.5957 0.0191*** 3.6007 DR -0.0035 -0.5396 0.0002 0.0459 STOCKS -0.0110 -0.9763 -0.0090 -1.4456 DROI -0.2298*** -2.8843 -0.1384*** -3.0355 GOVOWN 0.0001 0.2748 -0.0001 -0.3533 AGE 0.0009 1.0127 -0.0006 -1.2642 TANG -0.0733 -1.3227 -0.0449 -1.4645 MB -0.0009 -0.3848 0.0027 1.2238 No of Observations 413 413 Log Likelihood 75.8372 158.1734 Wald Test [χ2 (9)]a 97.0100 101.2400 P-value 0.0000 0.0000 *, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
5.6. Determinants of the Decision to Pay Dividends
In this section, we examine the likelihood that a firm will pay dividends. In
order to do so we estimate probit regressions, where the dependent variable is binary
variable equal to one if the firm pays dividends and zero otherwise.75,76 As regressors,
75 Probit models do not lend themselves to the inclusion of fixed effects. In this vein, Baltagi (1995) notes that “... the probit model does not lend itself to a fixed effects treatment.” Similarly, Maddala (1987, p. 285) states that “the fixed effects probit model is difficult to implement computationally.” 76 We also estimate a random effects probit regression and find similar results to those obtained using probit regression. See Table E4 in Appendix E for the results of non-financial firms and Table E5 for the results of financial firms.
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we employ the same variables as described in Table 5.1. The objective of the analysis is
to examine whether the factors that determine the amount of dividends paid also have an
impact on the probability that a firm will pay dividends.
Our results for the determinants of the decision to pay dividends are consistent
with those reported for the determinants of dividend policy. In particular, we find that
the factors that influence the probability to pay dividends are the same factors that
determine the amount of dividends paid.
5.6.1. Non-Financial Firms
The results presented in Table 5.9 shows that all the factors considered for
examination are significant except for agency costs, tangibility, and growth. The six
factors that we find previously influencing the amount of dividends paid are the same
factors that affect the likelihood to pay dividends. For example, the coefficient on size is
significant at all reasonable levels with a positive sign indicating that larger firms are
more likely to pay dividends. Likewise, factors including profitability, government
ownership, and age are all significant with a positive sign. On the other hand, risky
firms and firms with high debt ratios are less likely to pay dividends.
Factors including agency costs, tangibility, and growth seem to have no effect on
the decision to pay dividends, consistent with our earlier results from the Tobit model.
The overall explanatory power of the model as evaluated by the Wald test is significant
at the one percent level.
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Table 5.9. Probit Regressions to Explain Which Non-Financial Firms Pay Dividends We estimate probit regressions for all non-financial firms listed at the MSM during 1989-2004. The dependent variable is a binary variable that equals to one if the firm pays dividends and zero otherwise. The explanatory variables are the profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB). The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -4.0045*** -8.9004 PROFIT 0.7110** 2.5546 LOGS 0.6858*** 8.5343 DR -0.9218*** -6.0088 STOCKS -0.1319 -1.5297 DVROI -3.6518*** -5.4014 GOVOWN 0.0054* 1.7301 AGE 0.0222*** 3.3317 TANG -0.1523 -1.3056 MB -0.0003 -0.0234 No of Observations 1,057 Log Likelihood -537.3487 Wald Test [χ2 (9)]a 295.3000 P-value 0.0000
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
5.6.2. Financial Firms
We estimate our Probit model of the likelihood to pay dividends on our sample
of financial firms. The results are presented in Table 5.10 and show that there are three
factors that influence the likelihood to pay dividends which are profitability, size, and
business risk. These factors are the same as the one reported for the determinants of the
amount of dividends. The coefficients on leverage, agency costs, government
ownership, age, tangibility, and growth variables are not statistically different from zero
indicating that these variables do not have a significant impact on the decision to pay
dividends.
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Table 5.10. Probit Regressions to Explain Which Financial Firms Pay Dividends We estimate probit regressions for all financial firms listed at the MSM during 1989-2004. The dependent variable is a binary variable that equals to one if the firm pays dividends and zero otherwise. The explanatory variables are the profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB). The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -2.6748*** -4.1903 PROFIT 2.2372*** 3.4718 LOGS 0.5411*** 4.6679 DR 0.0644 0.6742 STOCKS -0.2596 -1.5432 DROI -2.2082*** -2.6152 GOVOWN 0.0087 1.1521 AGE -0.0055 -0.4975 TANG -0.9364 -1.4410 MB 0.0041 0.1552 No of Observations 413 Log Likelihood -238.4264 Wald Test [χ2 (9)]a 95.5700 P-value 0.0000
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
A comparison between the factors that influence the probability of paying
dividends in the financial and non-financial firms reveal that there are three common
factors. These factors are profitability, size, and business risk. Leverage, government
ownership, and age have a strong impact on the decision to pay dividends for non-
financial firms and no effect on financial firms. On the other hand, agency costs,
tangibility, and growth do not appear to have any impact on both financial and non-
financial firms. As mentioned previously, the fact that we find agency cost is not
important driver of Omani firm's dividend policy is not surprising since Omani firms
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have high bank loans which reduce the role of dividends in alleviating agency problems.
The chi-square (χ2) statistic is 95.57 with a p-value 0.0000 indicating that we are able to
reject the null hypothesis that the parameters in the regression equation are jointly equal
to zero.
In sum, the factors that influence the amounts of dividends are the same factors
that determine the decision to pay dividends for both financial and non-financial firms.
5.7. The Lintner Model77
In a frequently cited study, Lintner (1956) develops a quantitative model to test
for the stability of dividend policy where he hypothesizes the following relationship
between dividends and earnings:
tt rED =* , (5.2)
where tD* is the target level of dividends for any year t, r is the target payout ratio, and
Et is the firm’s net earnings in year t. In addition, Lintner (1956) also predicts that a
firm will only partially adjust to the target dividend level in any given year, so the
change in dividend payments from year t-1 to year t is given by:
ttttt uDDcDD +−+=− −− )( 1*
1 α (5.3)
77 Linter (1956) studies the dividend patterns of 28 well-known, established companies in the US. He reports evidence that firms maintain target dividend payout ratio and adjust their dividend policy to this target. He also documents that firms pursue a stable dividend policy and gradually increase dividends given the target payout ratio. Recently, Brav et al. (2005) survey 384 financial executives and conduct in-depth interviews with an addition 23 to determine the factors that influence dividend policy and share repurchase decisions. Their results “indicates that maintaining the dividend level is a priority on par with investment decisions…In contrast to Lintner’s era, we find that the target payout ratio is no longer the preeminent variable affecting payout decisions”.
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where α is the intercept term, c is the speed of adjustment coefficient, u is the error term,
tD* is the target dividend payment in period t, Dt is the actual dividend payment in
period t and Dt-1 is the actual dividend payments in period t-1.
Substituting rEt for the target dividend payment ( tD* ) in equation (5.3), we arrive at the
following model,
ttttt uDEDD +++=− −− 1211 ββα (5.4)
where β1 = cr and β2 = -c.
The constant term (α) is expected to have a positive sign “to reflect the greater
reluctance to reduce than to raise dividends” Lintner (1956, p. 107). The speed of
adjustment coefficient (c) reflects that stability of dividends and measures the speed of
adjustment toward the target payout ratio (r) in response to earnings changes. The value
c reflects the dividend smoothing behaviour of firms to changes in the level of earnings.
A higher value of c indicates less dividend smoothing and vice versa. Thus, a
conservative firm will have a lower adjustment rate, while a less conservative firm will
have a higher adjustment rate.
As shown by Lintner, equation (5.4) can be rewritten as:
tttt uDccrED +−++= − )1()1(α (5.5)
This model implies that firms set their dividends in accordance with current level of
earnings, and that changes in dividends do not correspond exactly with the changes in
earnings.
To test whether dividend policy in Oman is stable, we follow Fama and Babiak
(1968) and use earnings per share (EPS) and dividends per share (DPS) rather than total
earnings as follows:
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tttt uEPSDPSDPS +++= − 211 ββα (5.6)
where DPSt is the dividend per share for period t, EPSt is the earning per share for period
t, and u is the error term. Fama and Babiak argue that per share data are more
appropriate for this test than the aggregate data used by Lintner. Indeed, almost all
studies conducted since Lintner’s study employ per share data rather than aggregate
data. This model has been used by many scholars to examine the stability of dividends
such as Brittan (1964, 1966), Fama and Babiak (1968), Fama (1974), Dewnter and
Warther (1998), Adaoglu (2000), Aivazian et al. (2003a), Omet (2004), Naceur et al.
(2005), among others.
We document in Chapter 4 that Omani firms frequently change their dividends.
In this section, we examine the stability of dividend behaviour in Oman using the
Lintner model. Since there are some firms in Oman that do not pay dividends, this
creates a censoring problem which needs to be addressed in estimating the Lintner
model. In this case, previous research suggested the use of the Tobit model (Anderson
(1986), Kim and Maddala (1992), and Huang (2001a, 2001b)). We also use a Tobit
model to test the stability of dividends in Oman.78
78 We also use a random effects tobit regression. The tobit and random effects tobit results are very similar for financial firms (see Table E7). For non-financial firms, the random effects tobit regression shows a more rapid speed of adjustment than the tobit (see Table E6). Still, the results indicate that the lagged dividend per share is more important than the current earnings per share in determining the current dividend per share.
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5.7.1. Empirical Results for the Lintner Model79
We estimate the Lintner model for both financial and non-financial firms.80 For
both, we find the lagged DPS and EPS are statistically significant with a positive sign.
The constant term for both financial and non-financial firms is negative and significant
indicating that Omani firms are not reluctant to cut dividends.81 The major results
obtained from the analysis are that the speed of adjustment differs substantially between
financial and non-financial firms. While we find that non-financial firms adopt a policy
of smoothing dividends, this is not the case for financial firms. In fact, we find that
financial firms do not have a stable dividend policy.82 We evaluate the explanatory
power of the model via the Wald test and we find that for both financial and non-
financial firms the chi-square is significant at the one percent level. We next review the
Lintner model for financial and non-financial firms in more detail.
79 Several studies report evidence that supports Lintner’s (1956) behavioural model such as Fama and Babiak (1968), Baker et al. (1985), Baker and Powell (1999). Benartzi et al. (1997, p. 1032) conclude that “…Lintner’s behavioral model of dividends remains the best description of the dividend setting process available”. 80 Lintner’s model has been used by many studies in different countries including Chateau (1979) in Canada, Shevlin (1982) in Australia, McDonald et al. (1975) in France, Leither and Zimmermann (1993) in West Germany, UK, France, and Switzerland, Ariff and Johnson (1994) in Singapore, Lasfer (1996) in UK, Dewenter and Warther (1998) in Japan and US, Adaoglu (2000) in Turkey, Pandey (2003) in Malaysia, Stacescu (2004) in Switzerland, Naceur et al. (2005) in Tunisia, and Al-Malkawi (2005) for Jordan. 81 The negative constant reported in this chapter is consistent with the results documented by Kim and Maddala (1992), Huang (2001a, 2001b), and Al-Malkawi (2005) who utilize Tobit regression to estimate the Lintner model. 82 Aivazian et al. (2006) show that the type of corporate debt plays an important role in determining the firms’ dividend policy. In particular, they find that firms with access to public debt market are more likely to pay dividends and subsequently to follow a smoothing dividend policy than firms that rely on bank debt.
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5.7.1.1. Non-Financial Firms
The results presented in Table 5.11 show that both the coefficients on lagged
DPS and EPS are statistically significant with a positive sign. But the generally higher
coefficient and the associated t-statistic of the lagged DPS imply the greater importance
of past dividend in deciding the dividend payment. These results are consistent with
Lintner and suggest that the lagged DPS and EPS are important factors that affect the
decision to pay dividends. The coefficient on the constant is also statistically significant
with a negative sign. This indicates that Omani firms are not reluctant to cut dividends,
inconsistent with Lintner (1956).
The objective of using the Lintner model in this chapter is to examine whether
Omani firms follow stable dividend policies. Consequently, we are interested in the
speed of adjustment. The speed of adjustment reflects how quickly the firms adjust
dividends towards the target ratio; the higher the speed of adjustment, the less the
smoothness, and the less stability in dividends. In our case, the speed of adjustment is
0.2535 which indicates that Omani non-financial firms do smooth their dividends. This
is close to the value of 0.30 obtained by Lintner for the US. Recently, Brav et al. (2005)
find that the mean speed of adjustment for US companies with valid Compustat data is
0.67, 0.4, and 0.33 for the 1950-1964, 1965-1983, and 1984-2002 periods, respectively.
Our estimate is lower than that for the first period and close to those reported for the
other two periods in Brav et al. Likewise, our speed of adjustment is similar to the 0.25
documented by Goergen, Renneboog, and Correia da Silva (2004) for Germany.
However, it is lower than the 0.66 reported by Stacescu (2004) for Switzerland. For
emerging markets, our speed of adjustment is much lower than the 0.71 obtained by
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Pandey and Bhat (2004) for India. It is also considerably lower than the 0.52
documented by Omet (2004) for Jordan and the 1.00 reported by Adaoglu (2000) for
Turkey.
Table 5.11. Lintner Model Estimates for Non-Financial Firms We estimate Tobit regression for all non-financial firms listed at the MSM over the period 1989-2004. The dependent variable is the dividend per share. The explanatory variables are the lagged DPS and the current EPS. The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -0.4121*** -13.1435 DPS-1 0.7465*** 14.6388 EPS 0.1767*** 6.4442 No of Observations 969 Log Likelihood -579.9871 Wald Test [χ2 (2)]a 238.0600 P-value 0.0000
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
Our result of a stable dividend policy is consistent with the results reported in
several studies including Shevlin (1982), Roy and Cheung (1985), Thomson and Watson
(1989), Annuar and Shamsher (1993), Leither and Zimmermann (1993), Ariff and
Johnson (1994), Papaioannou and Savarese (1994), Kato and Lowentein (1995), Kester
and Isa (1996), Lasfer (1996), Chiang, Davidson, and Ckunev (1997), Dewenter and
Warther (1998), Aivazian et al. (2003b), and Bancel et al. (2005).
Another variable of interest is whether Omani non-financial firms have a target
payout ratio or not. Lintner (1956) hypothesizes that firms set a long-term target payout
ratio and move gradually towards the target. We calculate the target payout ratio and
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find that Omani non-financial firms have a target payout ratio of 0.6970.83 This value is
higher than the 0.50 reported by Lintner for the US. It is also higher than the 0.459
documented by Fama and Babiak (1968).
5.7.1.2. Financial Firms
We re-estimate the Lintner model on our sample of financial firms. The results
are reported in Table 5.12. Similar to the results obtained for non-financial firms, we
find that the coefficient on the lagged DPS and ESP are statistically significant with a
positive sign. The coefficient on the constant is also significant and negative indicating
that financial firms are not reluctant to cut dividends. However, the speed of adjustment
is much higher for financial firms with a value of 0.9412. This indicates that Omani
financial firms do not smooth their dividends. Rather, they change their dividends
frequently. In short, Omani financial firms do not follow a stable dividend policy. With
regard to the target payout ratio, it is around 0.5668. This finding indicates that financial
firms do have a target dividend payout ratio that they move quickly towards.
In sum, there is a major difference concerning the stability of dividends between
financial and non-financial firms. Financial firms do not follow a stable dividend policy
while non-financial firms smooth their dividends. Regarding the reluctance to cut
dividends, both financial and non-financial firms are not reluctant to cut dividends.
83 We calculate the target payout ratio as (the coefficient on EPS divided by the speed of adjustment).
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Table 5.12. Lintner Model Estimates for Financial Firms We estimate Tobit regression for all financial firms listed at the MSM over the period 1989-2004. The dependent variable is the dividend per share. The explanatory variables are the lagged DPS and the current EPS. The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -0.1457*** -7.3644 DPS-1 0.0588*** 2.7855 EPS 0.5335*** 46.8658 Observations 377 Log Likelihood -142.8506 Wald Test [χ2 (2)]a 509.3700 P-value 0.0000
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
5.8. Conclusion
We investigate dividend policy in a unique environment where firms distribute
almost 100% of their profits in dividends and firms are highly levered. We use a panel
data on a sample of Omani firms and take account of the zero observations using Tobit
and Probit models. Our study has four main objectives, namely (1) to identify the
factors that determine the amount of dividends, (2) to examine the likelihood that firm’s
pay dividends, (3) to apply the Lintner model to test the stability of dividend policy, and
(4) to outline the potential differences in dividend policy between financial and non-
financial firms.
Our results show that there are some common factors that determine dividend
policy for both financial and non-financial firms and there are other factors that affect
only non-financial firms. Specifically, there are six determinants of dividend policy for
non-financial firms, while there are only three factors that influence the dividend policy
of financial firms. The common factors are profitability, size, and business risk.
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Government ownership, leverage, and age have a strong impact on the dividend policy
of non-financial firms but no effect on financial firms. Agency costs, tangibility, and
growth do not appear to have any effect on the dividend policy of either financial or
non-financial firms. The fact that agency costs is not an important determinant of
dividend policy is not surprising given that we document previously that Omani firms
are highly levered via bank debt where the role of dividends in alleviating the agency
problems is less important.
Our findings for the determinants of the decision to pay dividends are consistent
with those reported for the determinants of dividend policy. In particular, we find that
the factors that influence the probability to pay dividends are the same factors that drive
the amount of dividends paid.
With respect to the stability of dividend policy, we find that the speed of
adjustment differs substantially between financial and non-financial firms. While we
find that non-financial firms adopt a policy of smoothing dividends, this is not the case
for financial firms. In fact, financial firms do not have stable dividend policies.
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Chapter 6: Conclusion
This dissertation examines four specific issues on capital structure and dividend policy.
The first issue examined concerns the determinants of capital structure dynamics. The
results show that Omani firms have high leverage ratios and the main source of debt is
short-term bank financing. The limited bond market leaves room for banks to play an
important role in financing Omani firms. Banks mainly provide short-term loans which
explain the high reliance of Omani firms on this form of financing.
We find robust evidence that stock price changes have a strong and primary
effect on observed market-based debt ratios. Firm’s capital structure seems to move
practically in line with that mechanistically induced by their stock returns. We also find
that firms show some tendency to nudge back to their old debt ratios. However, the
impact of stock returns dominates the effects of readjustment. Adding previously
popular determinates of capital structure has only modest economic impact on capital
structure dynamics. In essence, when we include other commonly used variables into
our model, stock returns subsume other factors. Nevertheless, there are non-stock return
variables that have both statistical and economic significance. For example, taxes show
some incremental explanatory power over five years. However, the impact of tax is far
less than that of stock returns. When used with bank debt, stock returns continue to
subsume other determinants of capital structure. We also find that adjustment costs are
unlikely to be the main reason behind our results. Our results are robust to different
estimation methods.
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The second issue investigated is ex-dividend behaviour. The results reveal that
stock prices on the ex-dividend days fall by significantly less than the amount of
dividends and ex-day abnormal returns are significantly positive. We investigate
whether transaction costs and risk inhibit arbitrage. Our results show that neither is
significant. We also examine abnormal volume around the ex-days and find a reduction
in volume around the ex-day. These results do not support the short-term trading
hypothesis which predicts a positive abnormal volume around ex-days. We also test
Frank and Jagannathan’s (1998) model which argues that the ex-day premium deviate
from one due to the effects of bid-ask bounce. This is what we find. In particular, we
find that when midpoint prices are used instead of transaction prices, stock prices drop
by the full amount of the dividend on the ex-day. We also find that the ex-day abnormal
return is insignificantly different from zero. In general, our results demonstrate that the
microstructure of the Omani stock markets explain the ex-day pricing anomaly.
The third issue analyzed is the stock price reaction to dividend announcements.
The results show that market reacts strongly to announcements of changes in cash
dividends. Investors do care about the information transmitted by dividend
announcements. Firms that increase (decrease) their dividends have an increase
(decrease) in stock prices. Firms that have no change in their dividends experience
insignificant negative average abnormal returns, consistent with no change in dividends
being, on average, somewhat of a disappointment. These findings support the view that
dividends convey unique and valuable information to investors. These results contradict
the tax-based signaling models which argue that higher taxes on dividends relative to
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capital gains are a necessary condition for dividends to have information and be
informative.
The final issue studied is the determinants and stability of dividend policy of
financial and non-financial firms. The results demonstrate that there are common
factors that affect the dividend policy of both financial and non-financial firms, and
there are others that affect only non-financial firms. For example, there are six
determinants of dividend policy for non-financial firms, while there are only three
factors that affect the dividend policy of financial firms. The common factors are
profitability, size, and business risk. Government ownership, leverage, and age have a
strong influence on the dividend policy of non-financial firms but no effect on financial
firms. On the other hand, agency costs, tangibility, and growth factors do not appear to
have any significant impact on the dividend policy of both financial and non-financial
firms. The fact that we find agency costs is not an important driver of dividend policy is
not surprising given that Omani firms have high bank debt. We also find that the
determinants of the decision to pay dividends are consistent with those reported for the
determinants of dividend policy. In particular, we find that the factors that influence the
probability of paying dividends are the same as those that determine the amount of
dividends paid. We document that the speed of adjustment differs substantially between
financial and non-financial firms. While we find that non-financial firms adopt a policy
of smoothing dividends, this is not the case for financial firms. In fact, we find that
financial firms do not have stable dividend policies.
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Appendices
Appendix A
The Oman Economy and Its Financial Sector
A.1. Introduction
No economy can flourish unless an environment conducive to growth is
provided. Historically and empirically, a positive correlation exists between the health
of the overall economy and that of the financial sector, which implies that changes in the
financial sector affect the economy and more obviously changes in the economy affect
the market. In fact many studies document that banks and stock market development
affect economic growth (see Levine and Zervos (1998), Beck and Levine (2004), among
others). In developed economies, stock markets and financial institutions are considered
to be the main driver of economic activity due to the role they play in mobilizing
savings, allocating capital, financing investments, and monitoring firms (Demirguc-Kunt
and Levine (1999)). This may suggests that the activities of banks and the buying and
selling of shares on the market are extremely important for the allocation of capital
within economies. In a country like Oman, which depends on one major source of
income, effective allocation of scarce resources is of a paramount importance.
The major objectives of this appendix are threefold: First, to discuss the
performance and the unique characteristics of Oman, second, to describe the major
features of the Muscat Securities Market and third, to provide a brief description of the
financial sector in Oman. For these purposes, the focus is on the MSM and the debt
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market, with an emphasis on those aspects of the MSM and debt market that are of
particular interest and relevance to the current study on capital structure and dividend
policy.84 The rest of the chapter is divided into four sections. A general overview of the
economy including exchange rate regime, interest rate structure, and international trade
and monetary policy is incorporated in section A.2. Section A.3 reviews the main
features of the Omani financial sector including the major characteristics of the market
such as the foundation of the market, structuring the capital market, listing and trading,
market capitalization, turnover, ownership structure, and the performance of MSM.
Section A.4 describes the taxation system in Oman. Section A.5 presents the main
features of the debt market in Oman and emphasizes the reasons for the debt market’s
underdevelopment. Finally, the structure of financing, which is divided into internal and
external sources, is presented in section A.6.
A.2. Overview of the Economy:
“The diversification of the economy, the development of the human skills, the effective
exploitation of the available natural resources and the creation of the suitable
conditions to encourage the private sector to perform a greater role in the growth of the
national economy all this will lessen our dependence on oil.”
His Majesty Sultan Qaboos bin Said, November 18, 1999
Oman is a small free market economy with a stable social, political, and
economic system, low taxation rates, steady economic growth, low inflation, a
manageable level of external debt, fairly liberal investment laws, a sustainable level of 84 A description of dividend policy is provided in Chapters 3, 4, and 5.
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budget deficit, and no controls over capital movements. Like most other countries in the
Gulf region, most of Oman’s income is generated from petroleum extraction activities.
In terms of oil production, Oman is ranked 18th in the world. Oman’s proven oil
reserves are estimated at 5.5 billion barrels. Oil production declined from 299 million
barrels in 2003 to 285.4 million barrels in 2004. Average production per day thus
decreased from around 820,000 barrels per day in 2003 to 779,700 barrels per day in
2004. However, the dampening effects of oil production on the economy have been
more than offset by the high oil prices. The average oil price for Omani crude went up
from US $27.84 per barrel in 2003 to US $34.42 per barrel in 2004. Crude oil supplies
are expected to last at least 20 years, while ever increasing natural gas reserves will last
considerably longer.85’86
Oman’s economic performance depends primarily on the oil industry.87 In terms
of its share in total revenue, net oil revenue stood at 66% in 2004 against 70% in the
previous year. Oman’s nominal GDP has grown from around US$ 2.60 billion in 1993
to around US$ 24.82 billion in 2004.88 This growth was spurred by rising oil output and
services, in particular, by two large exports oriented projects- the Liquefied Natural Gas
(LNG) and the Salalah container port. As can be seen from Table A.1, 42% of the GDP
is comprised of petroleum extraction, of which 39.7% is derived from oil extraction.
Services comprised another 45%. GDP at current market prices witnessed a strong
rebound in 2004, in tandem with the acceleration in the world economy, and in response 85 The Oman economy data for 2005 is not yet available. 86 Oman’s gas reserves are estimated at 30.3 trillion cubic feet at the end of 2004. 87 Though oil is the major source of revenue, there are no oil producing companies listed at the MSM. The only oil related companies listed are the petrol filling stations which we call them oil companies in the thesis. 88 Preliminary data published by the Ministry of National Economy indicate that the nominal GDP grew by about 22% in 2005 to US$ 30.28 billion.
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to the high oil prices as well as the impressive performance of the non-oil sectors. The
nominal GDP growth at 14.4% in 2004 indicates a robust revival in relation to the 6.9%
recovery in 2003 and the phase of slowdown in growth experienced during 2001 and
2002. Despite the 4.5% fall in the quantity of oil production, the petroleum activities
registered growth of 17.5% in 2004, which could be ascribed to the 23.6% increase in
average prices of Oman crude during 2004 over 2003. Similarly, non-petroleum sectors
including agriculture and services expanded by 12% in 2004 on top of 8% increase in
2003. Among the non-petroleum sectors, ‘Agriculture and Fishing’ contracted by 3%,
while ‘Industry’ and ‘Services’ improved by 21% and 10%, respectively.
Table A.1. The Omani Economy at Glance Category 1999 2000 2001 2002 2003 2004 % of
Total Crude Oil 5,983.80 9,394.70 8,076.90 8,058.40 8,373.00 9,852.00 39.70%Natural Gas
1,727.60 258.2 418.8 426.3 542.3 645.2 2.60%
Total Petroleum Activities
6,156.60 9,652.90 8,495.70 8,504.90 8,936.80 10,497.40 42.30%
Growth - 56.80% -12.00% 0.10% 5.10% 17.50% - Industry 1,272.20 1,708.10 2,333.30 2,273.40 2,624.60 3,176.50 12.80%Agriculture and Fishing
408.3 397.2 418.8 406 433.8 421.9 1.70%
Services 8,166.90 8,520.80 9,094.00 9,560.50 10,151.50 11,142.60 44.90%Total Non-petroleum activities
9,853.80 10,626.10 11,846.20 12,239.80 13,188.30 14,765.80 59.50%
Growth - 7.80% 11.50% 3.30% 7.70% 12.00% - Adjustment (import taxes, etc.)
-304.8 -417.1 -398.9 -446.6 -433.8 -446.7 -
GDP 15,705.60 19,861.90 19,943.00 20,298.20 21,691.30 24,816.50 100% Source: Ministry of National Economy Note: Figures are in US$ million
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Oman’s financial sector has been considerably strengthened and transformed in
recent years with a modern financial system which facilitates sustainable development.
Banks and other non-bank financial intermediaries have participated in financial reforms
that have impacted favourable on the country’s growth. The financial sector mainly
comprises commercial banks and specialized banks. As at the end of 2004, the number
of commercial banks stood at 14, of which five are locally incorporated banks and nine
are branches of foreign banks. These 14 banks have a branch network of 330. There are
also three specialized banks in operation.
A.2.1. Exchange Rate Regime
Oman has adopted a fixed exchange rate regime, the Omani currency; the Rial
Omani has been pegged to the US dollar since 1973. For a small open economy, the
fixed exchange rate arrangement is perceived as desirable and appears to serve the
purpose well in the case of Oman. Theoretically, there is no right answer to the question
of whether a small country is better off with a fixed or flexible exchange rate system. In
the case of Oman, the economy is open, with around 80 percent openness as measured in
terms of ratio of traded goods to GDP. Oil is the major component of GDP and is a
major foreign exchange earner. Oil prices are fixed in US dollars, so the choice of fixed
exchange rate pegged to the US dollar appears to fit the economic conditions. The fixed
exchange rate regime has served Oman well over the years. The parity rate remained
firm all through, except one episode of devaluation in January 1986.
The exchange rate of Rial Omani was fixed at US dollar 2.8952 in 1973. With
the devaluation of around ten percent, the parity of Rial Omani was revised downwards
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to US dollar 2.6008.89 The factors leading to the episode of devaluation were many,
though a crash in international oil prices was the most immediate and important reason.
As and when international oil prices nosedive, the balance of payments position, as well
as the government accounts, come under severe pressure. Over the last 30 years, oil
prices have fluctuated considerably and this has caused shocks to the external current
account balance and fiscal position of the nation. The government responded to these
shocks in many ways. In 1986, when the oil price touched an all time low, the currency
was devalued to correct the imbalance in current account and to set right the mismatch in
government receipts and payments, mainly by containing import demand.
The peg should be seen in the context of the country’s oil exports contracts fixed
in US dollars. Oman manages the fixed exchange rate through the balance of payments.
The movements in the balance of payments are directly related to the price of oil. In
fact, external shocks faced by Oman for the most part are associated with the behaviour
of the international oil price. When the oil price surges, there is a positive external
shock and when the international price of oil plummets, the balance of payments goes
into deficit.
Nowadays, the oil prices reached a record level especially in 2004. This sharp
increase in oil prices created a concern of inflation globally arising from the increase in
the cost of production. Even though the actual inflation in advanced countries did not
edge up much in 2004, the prices of tradable showed significant increase.90 For an open
economy like Oman, higher prices of tradable means higher imported inflation. Oman
89 This is the exchange rate used to convert the Omani Rials into US$ in the thesis. 90 Inflation remained low in 2004 at 0.4%, even though there was a reversal in the negative inflation trend that was experienced in the previous four years.
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came under the pressure of higher import prices in 2004. Even though as per the WTO
estimates prices of traded goods rose by 11% in 2004, the increase in import prices were
much higher for Oman on account of the sustained depreciation of the US dollar against
the major international currencies. In view of the fixed peg to the US dollar, Oman’s
nominal effective exchange rate depreciated cumulatively by about 10% over 2003 and
2004.
A.2.2. Interest Rate Structure
Wide swings or disequilibrium in interest rates affects macroeconomic
performance adversely. While high interest rates discourage investment because new
investments become less profitable, interest rates below some equilibrium level do not
provide incentives for savers. Hence, an equilibrium level of interest rates balances
savings and investment in the economy. The interest rate in a country like Oman, which
has a fixed exchange rate, is determined by the interest rate in the country to whose
currency the domestic currency is pegged. The behaviour of domestic interest rates
generally follows the long run pattern of interest rates in the US. To the extent that
interest rates are out of alignment with US dollar rates, they generally cause capital
flows in and out of the country. However, differences do persist in interest rates mainly
in the short run, for considerations such as the rate of return on capital in the domestic
economy, level and state of bank liquidity, transaction costs, risk premium, etc.
The weighted average interest rates on deposits and lending and the spread
between them are given in Table A.2. The weighted average interest rate on Omani Rial
time deposits fell from 2.9% in 2002 to 2.4% in 2003 but remained more or less
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Table A.2. Weighted Average Interest Rates (Percent per annum)
Deposits Lending Spread
End of Period
Private Sector
RO Time Deposits
(1)
Total RO Deposits
(2)
Total Deposits
(RO +FC*)
(3)
Private Sector RO Lending
(4)
Total RO Lending
(5)
Total Lending (RO + FC*) (6)
Spread
(4)-(1)
Spread
(5-(2)
Spread
(6)-(3) Mar-00 7.685 5.498 5.421 10.302 110.277 9.696 2.617 4.779 4.275 Jun-00 7.580 5.345 5.336 10.112 10.072 9.677 2.532 4.727 4.340 Sep-00 7.602 5.478 5.460 10.102 10.063 9.699 2.500 4.585 4.239 Dec-00 7.672 5.455 5.434 10.108 10.060 9.678 2.436 4.605 4.244 Mar-01 7.145 4.907 4.880 9.9411 9.900 9.385 2.796 4.993 4.505 Jun-01 6.617 4.203 4.116 9.514 9.472 8.773 2.879 5.269 4.657 Sep-01 5.699 3.720 3.616 9.466 9.425 8.434 3.767 5.705 4.818 Dec-01 4.469 2.856 2.753 9.392 9.234 7.866 4.923 6.378 5.113 Mar-02 3.573 2.247 2.170 9.129 8.948 7.531 5.556 9.701 5.361 Jun-02 3.346 1.860 1.830 8.954 8.806 7.420 5.608 6.946 5.590 Sep-02 3.096 1.813 1.784 8.790 8.702 7.351 5.694 6.889 5.567 Dec-02 3.003 1.673 1.646 8.806 8.549 7.229 5.803 6.876 5.583 Mar-03 2.815 1.540 1.522 8.736 8.479 7.200 5.921 6.939 5.678 Jun-03 2.664 1.363 1.357 8.579 8.267 7.026 5.915 6.904 5.669 Sep-03 2.477 1.324 1.294 8.535 8.373 7.075 6.058 7.049 5.781 Dec-03 2.345 1.261 1.260 8.491 8.237 6.920 6.146 6.976 5.660 Mar-04 2.253 1.144 1.184 8.423 8.125 6.852 6.170 6.981 5.668 Jun-04 2.255 1.114 1.170 8.253 8.011 6.711 5.998 6.897 5.541 Sep-04 2.324 1.096 1.169 8.029 7.814 6.589 5.705 6.718 5.420 Dec-04 2.350 1.131 1.296 7.778 7.571 6.448 5.428 6.440 5.152 Source: Central Bank of Oman * Foreign currency
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unchanged at 2.3% in 2004. Similarly, the weighted average interest rate on Rial Oman
lending also declined from 8.549% in 2002 to 8.237% in 2003 and further to 7.571% in
2004. Moreover, Table A.2 analyzes the interest rate spreads defined as the difference
between the weighted average rates for lending and deposits. The average interest rate
spread has consistently remained high in recent years although the spread narrowed
during 2004. The average interest rate spread between lending and deposit rates in local
currency widened from an already high of 6.876% in December in 2002 to 6.976% in
December 2003 but dropped to 6.440% in December 2004. Similar trend was evident in
the spread between total lending (RO and FC) combined and total deposits (RO and FC
combined) with the upward movement from 5.583% in December 2002 to 5.66% in
December 2003 and subsequently declining to 5.152% in December 2004.
A.2.3. International Trade and Monetary Policy
Oman has always had a liberal foreign exchange system which facilitates trade
and investment. Broadly, payments and transfers across the border can be effected
without restrictions. While the Rial Omani versus the US dollar reflects the parity rate,
the commercial banks’ rates for other currencies are based on market rates in London.
More specifically, there is no exchange tax imposed or exchange subsidy given.
Management and administration of foreign exchange rests exclusively with the Central
of Bank Oman (CBO) and there is no exchange control legislation. No payment arrears
exist. Control on exports and imports of bank notes do not exist. Similarly, there is no
control on trade in gold, gold coins and other bullion. Import payments can be effected
freely. There is no foreign exchange budgeting whatsoever which inhibits free foreign
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payment. Financing requirements for import and documentation requirements for
release of foreign exchange for imports are absent. Customs duties are in the range of
five percent for most imports. Import tariffs are not levied on government imports. The
effective rate of import tariffs is less than five percent. Taxes are collected through the
exchange system and there is no state import monopoly.
Regarding export realizations, repatriation requirements do not exist. No tax on
exports is levied and no exports licenses are required. Capital restrictions across the
border are not broadly constrained. Foreign ownership in Omani companies can reach
as high as 100%. There are no controls on derivatives and other instruments. There are
no controls on external credit operations of the commercial banks. However, foreign
currency exposure or open foreign exchange positions of commercial banks is limited to
40% of the bank’s capital and free reserves. Borrowings with a maturity of less than two
years are capped at 100% of a bank’s net worth. Medium term borrowings maturing
between two and five years are allowed up to 100% of net worth including short-term
liabilities. Long-term liabilities with borrowings of five years are allowed up to 300% of
net worth, including both short term and medium term liabilities. Under inward direct
investment, investment in business firms in Oman by nonresidents requires prior
approval. Neither control on liquidation of direct investment nor restrictions on real
estate transactions exist. Non-resident portfolio investors are allowed to invest in bonds
and securities through the primary and secondary market. Similarly, residents are
allowed to hold foreign bonds and securities. However, the banks can neither hold
deposits abroad in Rial Omani nor can they lend to non-residents in Rial Omani.
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Recently, banks have been allowed to trade in foreign shares up to US dollar one
million, providing this does not exceed five percent of their net worth.
In respect to monetary policy, Oman’s economy is too small to require a
complicated monetary policy. The primary objective of the monetary policy is to
maintain the peg vis-à-vis the US dollar with a view of maintaining price stability. The
CBO directly regulates the flow of currency into the economy. The CBO has a range of
standing facilities such as reserve requirements, treasury bills, rediscount policies, loan
to deposit ratios, currency swaps and interest rate ceilings on loans and deposits. These
instruments are used to regulate the commercial banks, raise revenue, and provide
foreign exchange. However, they are not used to control the money supply.
A.3. Oman Financial Structure
A well-knit and efficient financial system promotes production, capital
accumulation, and growth by encouraging and mobilizing savings, and allocating them
among alternative uses effectively. The efficiency of a given financial system depends
on how well it performs each of these specific functions. The financial system is a loose
assemblage of credit markets and institutions of various types. In concrete terms,
financial institutions, financial assets and financial markets are the three main constitutes
of the Omani financial sector. The financial assets are of two types; primary securities
and secondary securities. Primary securities are claims against real sector units like,
bills, bonds, equities, etc. They are created by the real sector as a form of financing.
The secondary securities are financial claims issued by financial institutions or
intermediaries against themselves to raise funds from the public.
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Oman’s financial sector is composed of the banking sector, non-bank financial
intermediaries, and financial markets. Oman's banking sector consists of 14 local and
foreign commercial banks and three specialized banks. Many of the local banks have
some foreign shareholders closely involved in their management, with many expatriates
in senior positions. The banks are generally in good financial condition due largely to
close supervision by the CBO. The CBO regulates and supervises the banking industry
under the Banking Law that was originally put in force in 1974 and revised in 2000.
The CBO is the banker, an advisor and the fiscal agent to the government, and the bank
of banks. The banking law is based on universal banking concepts, and provides the
CBO’s regulatory and supervisor powers over investment and merchant banking.
In 2000, the CBO raised the minimum capital requirements, and this action
forced several bank mergers. The most recent merger in the Omani banking sector is
that of Bank Muscat with the Commercial Bank of Oman at the end of 2000. This
merger created Oman's largest bank, Bank Muscat, with deposits of $2.4 billion and a
goal of becoming a key regional player. Foreign banks particularly find it onerous that
the Central Bank requires that banks maintain a 12% level of capital adequacy and
restrict consumer lending to 40% of the loan portfolio. The banks have led other sectors
in meeting Omanization targets. The banking sector is the most active sector in the
MSM and it has the highest market capitalization compared to other sectors. It is
regarded as the primary source of financing for most firms in Oman.
In addition to commercial banks, the Oman Housing Bank and the Oman
Development Bank (ODB) serve as specialized government banks to specific sectors.
ODB absorbed a former agriculture and fisheries bank in 1997. ODB's Export Credit &
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Financing Unit provides export financing and credit insurance. The main objective of
the ODB was to provide loans to Omani companies registered under Commercial Law of
1974 for development projects in industry, agriculture, petroleum and fisheries. The
Bank was entrusted with the disbursement of interest free loans under the scheme of
“Government Support to the Private Sector”. The ODB is aimed to provide assistance to
development projects by granting loans, administering grants and subsidies, and
providing technical assistance to companies. Projects financed include those related to
agriculture, animal resources, fisheries, industries, tourism, education, health,
professional offices, crafts and workshops. The maximum loan that may be advanced by
the bank to any one project shall not exceed 150% of the paid up capital if the project is
located inside the Muscat region, and not to exceed 250% if it is located outside.
Normally the loans carry a maturity of 10 years with a one-year grace period.
Several institutions engage in investment banking on behalf of the Omani
government. Their activities range from investing and underwriting to advisory services
and fund management for private investors. Among these is a bi-national profit-seeking
entity of Oman and the Emirate of Abu Dhabi: the Oman-Emirates Investment Holding
Company. There are also several non-bank financial companies that raise money from
the public, directly or indirectly, to lend them to ultimate investors. This includes saving
institutions that are purely acting as conduits of mobilization of savings of the public
such as pension funds and mutual funds. Other non-bank financial institutions include
investment institutions, insurance companies, and other institutions such as securities
companies, moneychangers and leasing companies.
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A financial system operates through financial markets and institutions. They
facilitate the mobilization of savings and efficiently channel required funds into the most
productive uses. Financial markets are composed of money market and capital market.
The following section gives some highlights of both markets.
A.3.1. Money Market
The main function of the money market is to provide short-term funds to deficit
spenders. There are two main components of the organized sector of the money
markets, besides the bank loan market. They are (1) the Inter-bank call money market,
and (2) the Bill market. The Omani money market continues to be limited and to
heavily involve the central bank (Grais and Kantur (2003)). The Omani money market
comprises various sub markets such as call/notice money market and bill market with
Treasury Bills (TB) and Commercial Bills as well as other instruments like Commercial
Papers. The main players in the market are commercial banks.
In the Bill market, the TB market is the most important. TBs are short-term
liabilities of the government. They are issued to meet temporary excess of expenditure
over receipts. In the TB market, all commercial banks and development banks can
subscribe to TBs. The TBs were first issued in June 1987 with 91-day maturity. In
August 1994, 30 day TBs were issued. The issue amounts of TBs change from one year
to another. The size of issuance of TBs amounted to RO 1,986.9 million in 2004 which
is smaller than RO 2,678.6 million issued in 2003.
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A.3.2. Capital Market
The capital market deals in medium-term and long-term funds. Like money
markets, the capital market is also divisible into two sectors, namely, unorganized and
organized. The unorganized sector includes indigenous bankers and moneylenders,
which are not discussed here. For analytical clarity, the organized sector could be
further segregated broadly into a gilt-edged market and the stock market.
The gilt-edged market is the market in government securities. The term gilt
edged means ‘of the best quality’, as the government securities do not suffer from the
risk of default, the word gilt-edged has become synonymous with them. Government
securities have become a very important component of capital market in several
countries (Central Bank of Oman (2002)). In Oman, they have gained importance
steadily since 1987 and 1991. The gilt-edged market includes both TB and Government
bond market.
The Government mobilizes funds by floating development bonds to finance its
development expenditures. The Government Development Bonds (GDBs) were first
issued in 1991. A total of 34 GDB issues or US$ 4,284.8 million were made as the end
of 2004. GDBs were sold prior to 1998 on an ad-hoc basis, with both maturity and issue
dates chosen at random (Central Bank of Oman (2002)). Bonds were sold on a fixed
price subscription basis, at par. The amount offered was pre-announced, but represents a
nominal figure, as allotments and cut-off prices were allocated arbitrarily. In 1998, the
auction system was introduced.
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The focus in this thesis is on the stock market because it is the most important
component of the capital market and is a major source of financing for many Omani
firms.
The Omani capital market is at an early stage of development. It is characterized
by low efficiency and low transparency. For these reasons, investor confidence in the
capital market is low. Banks are the major source of debt in Oman. Firms rarely issue
bonds and the market is dominated by GDBs. Besides raising funding through bank
loans, many firms utilize the equity market to cover their funding needs. Having said all
of this, the next sections will provide a detailed discussion of the Omani stock market
and its characteristics.
A.3.2.1. The Emergency and Development of the Omani Securities Market
In Oman, the incorporation of Oman Hotels Company, the first Omani joint
stock company to offer its shares for public subscription in 1971, paved the way for the
foundation of a securities market. No reliable information is available in regard to the
amount raised by the corporate units up to 1989 when the market organization came into
existence. About 71 Omani-joint stock companies had been established before founding
MSM, 23 of which were closed joint stock companies and 48 were public joint stock
companies. The holdings of their 17,000 shareholders were valued at RO 270 million at
the opening of the market.
In spite the issuance and development of economic financial legislation that
governed all aspects of economic and financial activities in the Sultanate, the Omani
securities market remained unregulated and disorganized. Hence, it was necessary to
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think of organizing the market in a way to achieve the greatest benefit for the Omani
economy.
During the years 1983-1984, the Omani government requested different
institutions to submit proposals on the establishment of rule based securities market in
Oman. International institutions carried out studies and made recommendations that
centered on encouraging the idea of establishing the Omani market through setting up
the necessary means of application and work methodology.
A. The Foundations of Muscat Securities Market
Muscat Securities Market Law was issued according to Royal Decree No. 53/83
dated 21/6/1988. That decree is considered to be the legal framework for the
establishment of the market as an institution to organize, regulate and supervise the
Omani securities market and to join the efforts of other institutions in completing the
infrastructure of the financial sector in Oman.
The promulgation of MSM Law was followed by executive measures concerning
the preparation of a site for the market as well as the completion of the legislative
frameworks and work rules. Moreover, the market issued internal and executive
regulations, the directives of the organizational structure, trading instructions as well as
the directives concerning clearance, settlement and the preparation of questionnaires on
Omani-join stock companies, the members of the market.
After taking all the necessary measures and arrangements, MSM started its
activity, on Saturday, 20/5/1989. The first day of regulated securities trading in Oman
started with the trading of the generous Royal grant as His Majesty Sultan Qaboos
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issued directives to purchase shares in joint stock companies in the interest of a charity
organizations in Oman. This was a unique and prominent action, not only in the history
of MSM, which took off with this humanitarian action, but also in the history of
securities market all over the world.
B. Structuring the Capital Market
The market was established at the outset as one entity comprising the regulator
(the supervisory body) and the stock exchange where securities selling and buying takes
place. Registration, depositing, and safekeeping of ownership documents and
shareholder registers were made at the joint-stock companies that were listed in the
market. Later, on September 15, 1992, the management of the market established a
center for depositing and transferring to undertake, on behalf of companies, all the
measures of registering, transferring the ownership of securities and issuing safe keeping
certificates. A committee for clearance and settlement was supplemented to this
structure in January 1996 to verify the validity of the exchange contracts, and the
conclusion of deals through handing over credits against ownership documents. A
committee for control and follow-up was added to the above structure in August 1998 to
oversee the trading process and spot violations. The experience showed that such
integration weakened the supervisory role of the market as the staff were occupied with
the matters of trading, settlement, deposit, transfer and the related daily problems at the
expense of the supervisory role and the market development. Therefore, there was a
trend to separate the supervisory body from the stock exchange, deposit and transfer.
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Such a trend was enshrined with Royal Decree No. 80/98 issuing Capital Market Law
which separated the supervisory body from the stock exchange.
Capital Market Authority (CMA) has been established as a supervisory body to
organize, license, and monitor the issuance and trading of securities as well as
supervising all dealers in the securities market and Muscat Depository and Registration
Company (MDRC). Also Royal Decree No. 82/98 has established MDRC in the form of
closed joint stock company. As per those two Royal Decrees, the capital market was
restructured to allow for the establishment of the following three separate bodies:
1. The Capital Market Authority
CMA aims at enhancing the efficiency of the capital market, regulating its
process, and establishing the professional code of conduct and discipline among all
dealers in securities.
2. Muscat Securities Market
MSM main objective is to regulate the operations of selling and buying of
securities in a way to ensure the protection of the investors against unfair and invalid
dealings.
3. Muscat Depository and Registration Company
The objectives of this company are safekeeping of shareholder registers, issuing
ownership certificates and documents, and issuing dividend cheques to joint-stock
companies.
Nowadays, MSM is considered as one of the more effectively regulated markets
in the region, with strict rules and regulations laid out to check any malpractice or
insider trading. Companies are required to conform to extensive disclosure norms to
227
ensure maximum transparency. Listed companies are required to publish quarterly
financial results, prepared in accordance with International Accounting Standards.
C. Listing and Trading
Listing means registering certain securities with the authority concerned with
regulating and controlling the trading of securities. The aim of listing is to provide a
liquid market in which securities can be offered for buying and selling in a way that is
open to all the interested parties and in a manner set by the concerned authority.
Dealing in the MSM essentially takes two forms: (1) trading in the primary
market, and (2) trading in the secondary market.
1. The Primary Market
Trading activity in the primary market started in November 1989. The primary
market is a preliminary market where new issues of securities are sold. Newly
established companies, whose balance sheets and income statements are not yet
available, are listed in the primary market to give people an incentive to encourage them
to subscribe for the new shares, although the financial information about these
companies is incomplete (Directives for Listing Securities on Muscat Securities Market
(2002)).91
91 See Table A.9 for information on the amount of equity issuing.
228
2. The Secondary Market
The secondary market was activated with the establishment of the MSM in 1989.
This is the market where securities are purchased or sold directly or through brokers and
where the exchange or transfer of ownership takes place on the floor, the brokers’
offices or in the market offices. The secondary market is divided into the following sub-
markets:
i. Regular Market is the part of the secondary market where dealing on the
floor is regulated in respect of companies’ shares subject to special listing
conditions as specified by the Board of CMA. Companies listed under the
regular market are governed by the following three requirements: (1) the
paid-up capital must not be less than RO 2 million, (2) the shareholders
equity must be not less than 100% of the paid-up capital, (3) firms listed in
this market must have achieved net profits during the last two years
preceding the application for listing or transfer to the regular market.
ii. Parallel Market is the market where dealing on the floor is regulated in
respect of companies’ shares subject to simplified listing requirements
allowing trading and the facilitation of early liquidity for the securities listed
therein prior to listing in the regular market. Bonds are also listed in this
market. Firms listed in this market must have been in operation for a
minimum of three years and have published audited financial statements
prepared in accordance with the International Auditing and Accounting
standards. Moreover, they must have achieved a net profit during the year
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preceding the date of the listing application and their shareholders’ equity is
not less than 50% of the paid-up capital (Directives for Listing Securities on
Muscat Securities Market (2002)).
iii. Third Market is more restrictive compared to the other markets. It consists
of firms that do not satisfy the requirements for listing on the Regular and
Parallel Markets. This is the market where off-floor dealings take place in
the brokers’ offices to which the specific listed conditions for trading on the
floor do not apply. It encompasses the transfer of shares in closed joint stock
companies and the transfer of shares between members of the same family.
Trading can only be effected though brokers licensed and approved by the
CMA. Direct dealings are not allowed between buyers and sellers of
securities.
Securities are traded in accordance with the instructions of the CMA and MSM
and under the supervision of the market representatives who are present at the trading
floor. Since the beginning of the market activities on 20/5/1989, trading was undertaken
through manual writings and crossing on the trading board. As of the first half of 1998,
an electronic trading system has been used. Orders and bids are made through a
computer-based electronic process.
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A.3.2.2. Characteristics of Muscat Securities Market
A. Types of Industries in MSM
The MSM comprises four industries or sectors: Banking and Investment,
Insurance, Service, and Industry. The following are some highlights about each of them.
Banking and Investment sector
The market is dominated by the banking and investment sectors where there are
29 firms listed out of which five are banks. This industry is the driver of the whole
market and has the majority of trading and the highest market capitalization. Out of a
market capitalization of approximately RO 5.9 billion, the market capitalization of this
sector stood at RO 2.092 billion at the end of 2005 of which RO 1.566 billion is for the
banks. Most of the shares traded in the market are for this sector’s stocks and the
trading volumes amounted to RO 591 million in 2005 compared to RO 421 million in
2004. Moreover, this sector is characterized by being asset-intensive where its total
assets reached a high of RO 5.138 billion in 2005 with banks accounting for 80% of that
total.
Industry sector
This sector houses 53 firms distributed among firms manufacturing detergents,
pharmaceuticals, flour, cement, batteries, aluminum, and others. This sector reflects the
manufacturing strength in the country. This sector had the highest number of firms and
accounts for RO 160 million of trading volume and RO 505 million of market
capitalization. This sector has total assets of RO 615.196 million as at the end of 2005.
231
Service Sector
Petroleum, tourism, hotels, port services, marketing, fisheries, poultry, aviation,
power, and livestock are the main activities of the 39 firms listed in this sector.
Consistent with the increase in trading volume in the overall market, this sector’s trading
volume increased by 235% between 2004 and 2005 to reach RO 506 million.
Furthermore, this sector has the second highest market capitalization of RO 809 million
and its total assets stood at RO 1.499 billion at the end of 2005.
Insurance Sector
This is the smallest industry in the whole market with only two firms listed. The
total assets of these firms increased from RO 891 thousand in 2000 to reach a high of
RO 58.8 million at the end of 2005. The market capitalization mirrored this growth in
assets to reach RO 84.415 million. In 2005, the trading volume for these companies
reached RO 6.91 million.
B. Market Capitalization
The MSM is the only organized securities market in Oman and has a market
capitalization of RO 5,878.5 million as of the end of 2005. As displayed in Figure A.1,
market capitalization of the MSM was only RO 1,484 million in 1996; this increased
sharply after one year to reach RO 3,189 million.
232
Figure A.1. Market Capitalization from 1996 to 2005
0
1000
2000
3000
4000
5000
6000M
illio
n (R
O)
1996 1997 1998 1999 2000 2001 2002 2003 2004 2005
Year
Market Capitalization
Source: Muscat Securities Market
Starting in 1998, the market capitalization declined by 25% and continued in a
downward trend until the end of 2001. The positive performance of MSM during 2002
resulted in the market value of listed securities reaching RO 1,983.60 million at the end
of December 2002 compared to RO 1,721.8 million at the end of December 2001. The
market capitalization increased to RO 2,789 in 2003 and further to RO 3,587 million in
2004. During 2005, the market capitalization reached the highest level since the
inception of the market at RO 5,878.5 million.
233
C. Turnover of shares
The turnover of shares in the MSM has registered steady growth since the
commencement of trading in 1989. When trading began in 1989, trading of shares was
relatively modest but with signs of steady growth. The exchange was gradually gaining
momentum and was considered as one of the fastest growing markets in the region.
Figure A.2. Number and Value of Traded Shares from 1996 to 2005
0
200
400
600
800
1000
1200
1400
1600
1800
1996 1997 1998 1999 2000 2001 2002 2003 2004 2005
Year
Mill
ion
(RO
)
Number of TradedShares in Million
Trading Value (ROMillion)
Source: Muscat Securities Market
The trading volume of the MSM shares was not substantial until 1997 when it
reached an all time high of RO 1,615 million. The next year experienced a substantial
decline in the trading volume of about 76%. The trading volume continued to decline
until it reached an all time low at the end of 2001 at RO 164 million.
234
Since the beginning of 2002, however, the market has shown considerable
bullishness. As presented in figure A.2, the volume of trading increased from RO 164
million in 2001 to RO 231 million in 2002. This trend continues in 2003 and 2004.
During 2005, trading volume achieved the best performance at all levels during the last
five years. It increased by 85.4% from RO 759 million in 2004 to RO 1,407 million in
2005. More than 515 million securities changed hands in 2005 compared with 352
million securities last year with an increase of 46.3%.
D. Ownership Structure92
Whereas firms in most countries of the world are owned by a diverse group of
investors, Oman ownership is unique. The majority of firms in Oman are owned by a
small number of investors who have controlling interests. This concentrated ownership
reaches up to 80% in some firms for a single group of investors. However, the Omani
government also plays a role in holding stocks in the MSM. The Omani government
holds the major shares of some companies and small amount of shares in almost all
companies.
Even though foreigners do not hold the major proportion of shares, some foreign
ownership exists in most companies listed on the MSM. These foreign investors include
pension funds, financial institutions, and individuals. The major foreign owners are
pension funds and banks. Financial institutions and individuals are marginal owners.
Most of the foreign ownership is for investors from GCC (Oman, Bahrain, Kuwait,
United Arab Emirates, Saudi Arabia, and Qatar) countries. Foreign participation in the 92 While we have data on foreign ownership and institutional ownership at the aggregate level, we do not have these data at the firm level. We also do not have data on inside ownership.
235
capital of the general joint stock companies calculated on the basis of market
capitalization recorded a slight improvement in the year 2002 to reach 11% compared to
9.31% at the end of the year 2001. The foreign participation increased to 16.46% in
2003 and further to 18.22% in 2004. However, this participation declines slightly in
2005 to reach 16.16%.
Figure A.3. Distribution of the Shareholding of the Omani Companies in 2004
7%
36%
18%
39% GovernmentIndividualForeignersInstitutional
Source: Muscat Securities Market
Furthermore, as in other countries, institutional investors (banks, pension funds)
hold most of the shares while the government holds the least. Though not shown in
figure A.3, company directors hold a major stake in the companies where they sit as
members of board of directors. One or two owners with significant blocks of shares
may effectively control the affairs of the whole company. However, other insiders like
management and employees rarely hold any stock. One reason for this is that Omani
companies do not have stock options plans or performance shares plans. Further, many
Omani companies are managed by expatriates who are hired because of their expertise
236
and credentials. Furthermore, individuals or families are a major investor in Oman's
companies with a stake of 36%. Families usually have a significant presence on the
companies’ boards.
A.3.2.3. Performance of the MSM
A. Bubble Burst
At the beginning of 1997 the market witnessed a sharp rise. The number of
newly established companies was increasing at a very high rate as the government
encouraged the private sector through very attractive soft loan schemes. Small family
businesses were converted to public joint stock companies. Banks financed initial public
offers to very high levels and over subscription of new IPO’s was very common as more
and more public companies were being established.
According to MSM statistics, there were 23 newly established public stock
companies in 1997. This growth in listings led to more speculative trading activity and
the index rose to 4805.8 points at the end of 1997. This was unprecedented and purely
the result of market speculation (Islam (2003c)). Then, the index nose-dived throughout
1998 until it temporarily bottomed at 2091.6 points in March 1999. The price index
reached a historic low of 1520.8 in December 2001.
Most of the investment was by individual investors or corporate investors
controlled by particular individuals. In 1997, the number of depositor accounts
increased to 226 thousand. Besides 30-50 thousand existing investors, 150-200
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thousand new investors invested in the MSM during the bubble.93 During the bubble,
banks were making loans aggressively to investors who pledged their purchased
securities as collateral. Tens of thousands of investors were financially overleveraged as
a result, and went into bankruptcy when the “bubble” burst. To minimize the effect of
this, the government intervened and established a RO 40 million fund to invest it in
MSM-listed securities under the management of HSBC. Furthermore, the government
injected another RO 50 million in MSM listed securities.
The dramatic downturn has been attributed to a combination of global and
domestic factors. The domestic factors that contributed include (1) a flurry of new
issues without adequately prudent scrutiny, (2) an unregulated credit extension to
securities investment which leveraged booming equity investment without a reliable risk
control mechanisms in place, (3) a market microstructure without appropriate
mechanisms to control overheated prices (well-regulated short selling) being in place,
(4) a swelling of bank credits in 1994-1995 and subsequent surge of the money base in
the economy with an inadequate money supply control mechanism, (5) an absence of
required institutional infrastructure facilities, (6) a sharp decline in oil prices, (7) a bad
management by brokerage firms and investment companies, and (8) an absence of
professional financial analysts (Islam (2002)).
An external factor that contributed was the global emerging market boom in the
mid-1990s that ended with the Asian Financial Crisis in 1997. The market bubble and
crash originated from the Omani investment community behaviour as a psychological
response to economic phenomena abroad (Central Bank of Oman (1998)). Global 93 There were 226 thousand securities deposit accounts at the end of 1997; 120 thousands accounts at the end of April 2003, of which only 30 thousand accounts were active.
238
economic phenomena traveled quickly to the Omani market in the form of profit
expectation and anxiety loss (Central Bank of Oman (1998)).
Nowadays the stock market weakness has been removed or mitigated making the
economy less vulnerable to future bubbles. For example, the government introduced
several reform measures in an effort to revive the market. In 1999, a new capital market
law was introduced to establish the CMA to regulate the new issuance and trading of
securities on the MSM. The new regulation stressed the importance of disclosure and
transparency. Companies listed in the MSM are required to disclose their financial
positions and provide quarterly, half yearly and annual financial statements. In addition,
new brokers’ regulations have been enacted. They include requirements for suitable
capital adequacy rules, and the introduction of control on Margin Accounts.
Furthermore, the National Investment Fund Company was launched in late 1998 aimed
at channeling pension funds into the stock market. Moreover, in June 1999 the MSM
announced revised criteria for stocks to be included in MSM general index with strict
adherence to reporting requirements. In addition, the CMA organized a seminar on
corporate governance in June 2001 aiming to create public awareness of the market. As
a follow up, CMA constituted a committee comprising representatives of various
sections of the economy including the private sector. This committee was entrusted with
the task of framing a code, drawing from the best practices globally, suitably adapted to
the local needs. This resulted in the introduction of a code of corporate governance in
July 2002. The purpose is to ensure the code promotes a culture of compliance,
transparency and accountability without restraining business initiatives.
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B. Recent Trend in MSM Index
The Muscat Securities Market performed remarkably well in 2005, recording the
best performance since the inception of the market. The MSM Index advanced by 1500
points registering 4875.11 points in 2005 compared with 3375.05 points in 2004, an
increase of 44.4%. This impressive performance is attributed to several direct and
indirect factors, the most important of which is the improvement in the performance of
the Omani economy as a result of the surge in oil prices in international markets and low
interest rates on deposits which in turn led to a marked increase in investment in
securities. In addition, continued improvements in the profitability of listed companies
have boosted the investor confidence.
It is worth noting that effective from June 1, 2004, the base (points) to calculate
the MSM Index and the sectorial indices such as Banks and Investment, Industry,
Service, and Insurance has been changed from 100 to 1000 points.
Figure A.4. MSM Index over the Years
0
500
1000
1500
2000
2500
3000
3500
4000
4500
5000
Poin
ts
1996 1997 1998 1999 2000 2001 2002 2003 2004 2005
Year
MSM Index
Source: Muscat Securities Market
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C. Listed Companies
Public corporations in Oman are quite small in both number and market
capitalization. When trading began in 1989, there were only 48 publicly listed
companies.94 The number of listed companies increased to an all time high to reach 151
in 1999.
Figure A.5. Number of Publicly Listed Companies from 1996 to 2005
020406080
100120140160
Num
ber
of F
irm
s
1996 1997 1998 1999 2000 2001 2002 2003 2004 2005
Year
Listed Firms
Source: Muscat Securities Market
Starting from 2001, some firms changed from publicly listed companies to
privately closed companies resulting in a decline in the number of publicly listed firms
to 123 at the end of 2005 (Figure A.5). A number of developments contributed to
companies wanting to convert from public to private. One of these is the cost involved
with implementing corporate governance rules - like providing quarterly financial
statements, and internal audits which are the requirements of SAOG companies. The
cost element of this is high: firms need additional personnel and also professional fees
94 There are no state-owned companies listed on the MSM.
241
for audit fees, legal fees, etc. Some firms are transferring because they are
uncomfortable with a number of rules relating to disclosure principles, transparency,
related party transactions, adherence to corporate governance and the appointment of
internal auditors.
A.4. Corporate Taxation System in Oman
Taxation is low in Oman, because much of the government's revenue is realized
through oil revenues. In general, the tax system benefits residents of Oman by
extending special tax privileges to companies which have a substantial amount of
participation from Omani nationals.
Capital gains and dividends are not taxed in Oman.95 The country's main tax is
corporate income tax. Businesses are taxed on their Omani-sourced income. Omani
companies with no more than 70% foreign ownership are taxed at a flat rate of 12% on
their income over RO 30,000 (the first RO 30,000 is exempt).96 Other businesses with
over 70% foreign ownership and branches of foreign companies are taxed at stepped-up
rates varying from 5% to 30%. The highest rate of 30% will apply when the taxable
income exceeds RO 100,000. Table A.3 exhibits the tax rates for the different classes of
income.
95 Oman does not levy personal income tax. 96 There are no companies listed at the MSM with over 70% foreign ownership (MSM Information Center).
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A. Tax Rates97
Tax is levied on companies including partnership and joint ventures registered or
incorporated in Oman, permanently established foreign enterprises, commercial,
industrial, and professional establishments owned or exploited by individuals (Omani
and foreigners) in Oman, and locally registered investment accounts (mutual funds).
Table A.3. Tax Rates for Businesses with Over 70% Foreign Ownership Taxable Income (RO) Rate (%) 0-5,000 0 5,000-18,000 5 18,000-35,000 10 35,000-55,000 15 55,000-75,000 20 75,000-100,000 25 More than 100,000 30 Source: Ministry of National Economy
The taxable entities are required to prepare accounts for the accounting period
corresponding to the calendar year.98 However, they may be allowed to prepare the
accounts for an accounting period of 12 months ending on a date other than 31
December, provided they follow that policy consistently. Income earned during the tax
year (corresponding to the accounting year ending on 31 December) is considered as the
taxable income of the tax year. If the closing date of the account is a day other than 31
December, the income earned during the accounting year ending in a tax year is
considered as the taxable income of that tax year.
97 Marginal relief is granted where the taxable income is slightly higher than the border between one rate and the next. 98 Tax year corresponds to calendar year i.e., 1 January to 31 December.
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In terms of the deductibility of expenses incurred, the Omani tax law regards all
expenses incurred wholly and exclusively in the production of income as normally
admissible. The law also provides for certain specific deductions and disallowance of
certain expense. There are no specific rules for inventory valuation but first-in-first-out
(FIFO) is typically used.
The Omani tax law requires taxable entities to compute the taxable income in
accordance with a generally accepted method of commercial accounting (as given by
International Accounting Standards). Taxable entities are required to follow the accrual
method of commercial accounting. In exceptional cases, on an application made to the
Secretary General of Taxation, he/she may permit any other method of commercial
accounting.
B. Exemptions and Tax Holidays99
In order to encourage investments in certain identified economic sectors, income
tax exemptions (tax holidays) are granted to companies engaged in these sectors.
Corporations whose main object is manufacturing, agriculture, fishery, tourism,
exportation of local products, public utility projects and infrastructure projects, as well
as companies whose activities are deemed essential for economic development, may be
exempted from tax for five years (Royal Decrees 125 / 94; 102 / 94). These corporations
may carry forward losses incurred during the five-year exemption period for as many
years as are needed to offset the losses against taxable income. However, the losses can
99 We do not have data on firms that have tax holidays.
244
not be carried backwards. Excess tax paid is refunded if a claim is made within two
years from the end of the tax year in which such excess is finally determined.
C. Withholding Tax
Oman does not have a withholding tax, estate or gift tax, or dividend tax. The
only consumption taxes are certain taxes of municipalities, such as a 5% tax on hotel and
restaurant bills, a 2% tax on electricity bills exceeding RO 50 and a 3% tax on lease
agreements payable by the landlord.
D. Change to the Income Tax Law
As part of Oman’s continuing efforts to liberalize taxation laws and to promote
foreign investment, recently the taxation law was amended. Royal Decree 54/2003 was
issued on September 10, 2003 enacting a series of amendments to the Omani Income
Tax Law. The major changes are summarized below:
• The tax rate for all companies registered in Oman, irrespective of the extent of
foreign ownership has been made uniform. The rate applicable is 12% on
taxable profits in excess of RO 30,000.
• Companies wholly owned by nations in the GCC states will be taxed at a flat rate
of 12% irrespective of the nature of their activities. Branches of companies
registered in GCC states, irrespective of the extent of foreign participation will
be taxed at a flat rate of 12%.
• In line with the Government’s increased focus on the education and health care
sectors, the tax laws now provide for a tax exemption to income arising from
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university education, colleges, higher institutes, private schools, kindergartens,
training colleges or institutes and private hospitals. The exemption is without
any time limit.
A.5. Debt Securities in Oman
Similar to other Arab countries, the corporate bond market in Oman remain
limited with the secondary market being almost absent (Grais and Kantur (2003)).
Access to corporate bonds remains a serious thorn in Oman, but not only that.
Derivatives and other risk management products are virtually absent from the menu of
the financial products (Azzam (2002)). The government is the largest issuer of debt i.e.,
the long dated GDBs and TBs. Other institutions including commercial banks, special
banks, leasing companies, and non-financial corporations have used the capital market
for debt financing, however this happens on a very limited basis.
Debt financing in the capital market is accessible only to joint stock companies.
There were 85 closed joint stock companies100 and 123 public joint companies101 as at
the end of 2005 (MSM Annual Statistical Bulletin (2005)). In spite of this, Omani listed
companies are relatively highly leveraged and the main source of debt is short-term bank
financing. As we can see from Table A.4, Oman has a higher debt ratio compared with
other emerging markets.
100 The minimum required capital is RO 500,000. 101 The minimum required capital is RO 2,000,000.
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Table A.4. Debt Indicators of Listed Companies (Average ratios for 1999-2001) Country Liabilities/assets Current Liabilities/total liabilities Oman 0.67 0.60 Argentina 0.50 0.51 Brazil 0.50 0.46 Chile 0.50 0.29 Colombia 0.34 0.50 India 0.58 0.55 Indonesia 0.56 0.58 Malaysia 0.55 0.50 Thailand 0.67 0.44 Turkey 0.58 0.71 Hungary 0.45 0.51 Poland 0.55 0.55 Source: Muscat Securities Market data, Worldscope for other countries
This is surprising giving the fact that the corporate bonds market is
underdeveloped. Corporate bonds were introduced in 2000 when the first bond of Bank
Muscat was issued in December 2000. The United Finance’s bond issue on 21/10/2002
was the first public offering of corporate bonds in Oman in the sense that they were
“unspecific” and offered for all investors. The first two issues of Bank Muscat were
offered only to the existing shareholder of Commercial Bank of Oman and the Industrial
Bank of Oman in exchange for their shares in the acquisition of these banks in 2000 and
2002, respectively.
Table A.5 presents the public offering of corporate bonds over the years. The
table shows that there were nine issues of corporate bonds. Of the nine, two were
convertible bond issues. Bank Muscat convertible bonds are mandatorily convertible
into its shares at par at maturity. United Finance’s convertible bonds are embedded with
European options to convert into its shares at a 15% discount. The minimum
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subscription of the bonds was set RO 10,000 (US$26,008), which considerably restricted
the distribution of the bonds.102
Table A.5. Public Offering of Corporate Bonds in Oman Issuer Type Issue Date Coupon Issue Amount
(In RO mil.) Bank Muscat Straight 31/12/2000 10.000% 16.65 Bank Muscat Convertible 02/04/2002 - 25.00 United Finance Convertible 21/10/2002 6.000% 2.70* Bank Dhofar Straight 13/04/2003 7.000% 7.36 Bank Muscat Straight 06/07/2003 7.000% 25.00 Alliance Housing Bank Straight 31/05/2004 5.550% 6.00 United Finance Straight 13/06/2004 6.000% 4.00 Bank Muscat Straight 20/07/2004 6.250% 29.80 Oman National Dairy Products Straight 16/09/2004 5.850% 1.50 Source: MSM Database System *Undersubscribed against an offered amount of RO 5 million
There were two issues of corporate bonds in 2003 with a total value of RO 32.36
million. During 2004, the corporate bond market witnessed the listing of four bonds
amounting to RO 41.3 million. The common feature among these bonds was that all of
them were straight bonds.103 It is worth noting that all of the bonds are issued by banks
and investment firms except for Oman National Dairy Products.
Table A.6 summarizes the trading volumes of the bonds issues listed on the
MSM for 2001 and 2002.
102 United Finance’s issue was placed on a best effort basis, and eventually under-subscribed. 103 A straight bond, also known as a bullet bond, pays a fixed rate of interest and is redeemed in full on maturity, and is the simplest form of coupon paying debt instrument.
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Table A.6. Trading Volumes of Corporate Bonds on the MSM104 Individual Investors Institutional Investors Total Year Locals Foreigners Locals Foreigners
2001 1,314,492 130,485 23,213,417 2,374,694 27,033,088 % 4.9% 0.5% 85.9% 8.8% 100% 2002 9,745,436 867,035 15,112,279 810,533 26,535,283 % 36.7% 3.3% 57.0% 3.1% 100.0% Source: Muscat Securities Market
It is clear from the figures that institutional investors more actively trade bonds
than individual investors. The bonds were traded more actively as the interest rate
declined in 2001, until they were finally placed in “firm hands”, but their trading shrank
substantially in 2002. A relatively high volume of secondary market trading of
corporate bonds is probably attributable to their exceptionally high coupon rate.
There are many reasons for the underdevelopment of the corporate bond market.
Most importantly, Omani laws are deficient in provisions for corporate bonds. The
resultant uncertainty of corporate bonds inevitably complicates and protracts their
issuing procedures, and consequently, makes them less attractive to issuers and
investors. The provisions of the Commercial Companies Law of 1974 as amended are
insufficient in facilitating the flexible issuance of corporate bonds in terms of bond type
or structure (Islam (2002)).
Another important reason for the underdeveloped bond market is related to
eligibility or restrictions of corporate bond offering. Joint stock companies listed in the
MSM are eligible for offerings of corporate bonds. However, the CMA has not
established or published criteria or guidelines for its approval of bond issues. Moreover,
the aggregate amount of bonds that a non-bank joint stock company may issue is 104 Starting from 2003, the MSM is no longer publicly publishing these data.
249
restricted to the amount of the company’s capital. The restriction may limit the scope of
debt investment opportunities available to investors in the economy and, consequently,
may result in an inefficient reallocation of capital (Salim (1998)). The intention of this
restriction is assumed to protect bondholders of companies that are not regulated for
prudential purposes as compared to banks that are prudentially regulated by the CBO.
Public offering procedure is another area of concern regarding the corporate
bond market. Public offering procedures (from the board of director’s resolution to the
allotment) in the Omani market are supposed to take 2.5 to 3 months (11 to 13 weeks) to
complete. However, the public offerings of convertible bonds by United Finance took as
long as 11 months from the resolution of the board of directors in November 2001 to the
allotment in October 2002.105 The CBO took four and half months from early December
2001 to mid-April 2002 for the preliminary approval. The CMA took three and a half
more months for the final approval in early August 2002. The uncertainty of rules and
regulations concerning corporate bonds appears to have complicated and protracted
issuing procedures unnecessarily and is partly responsibly for the undersubscribtion of
the bonds (Islam (2003b)).
Pricing mechanisms for corporate bonds in Oman have been distorted and
inefficient. The Omani market is yet to establish a rational basis for pricing corporate
bonds. In fact, pricing of long-tem fixed rate corporate bonds is faced with two
technical difficulties. First, the Omani market has no reliable term structure of interest
rate beyond one year due to the illiquid secondary market for government bonds. There
105 Exercising its approving power for publicly offered bond issues, the CMA imposed a restrictive covenant, that is, a non-distributable reserve fund on the senior convertible bonds issued by United Finance in September 2002 for the sake of protection of investors’ interest.
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are no benchmark issues available against which corporate bonds can be rationally
priced. Second, the current public offering procedures cause the issuer and investors to
commit themselves to a given rate for too long. If the issuer and the intermediaries take
a safe side for the sake of salability of bonds, the pricing will be considered expensive to
the issuer.
A.5.1. Issuers of Debt Securities
The Ministry of Finance is responsible for issuance of government debt and CBO
issues short-term Certificate of Deposit (CDs) to licensed banks. The CDs are used to
manage market liquidity. No State Owned Enterprise (SOE) has ever issued debt
securities.
Among Commercial Banks, Bank Muscat tapped the domestic market with four
debt issues with a total value of RO 96.45 million; one is convertible and the others are
straight bonds (see Table A.5). Two other straight bonds were issued by Bank Dhofar
and Alliance Housing Bank. Apart from these, commercial banks such as Bank Muscat
and Oman International Bank issued Negotiable Certificates of Deposit (NCD)s from
time to time outside the capital market regulatory framework.
None of the non-financial firms have ever issued bonds except for the Oman
National Dairy Products. This limits the firm’s ability to grow because of the lack of
relatively cheaper financing, namely, an active bond market. This tends to have an
adverse impact on profitability because firms are forced to borrow from banks at higher
interest rates.
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A.5.2. Investors in Debt Securities
As the case in other Arab markets, individual investors are not the main players
in debt securities in Oman (Bolbol and Omran (2004)). They represented only 5.75%
(RO 24.0 million) in 2002. Commercial Banks are the main clients for government debt
securities in emerging markets and the same pattern is observed in Oman. Commercial
Banks own all or most of the TBs outstanding, and 21.61% of GDBs outstanding. Their
holdings accounted for 25.4% of all government debt securities outstanding.
Commercial banks’ investment in GDBs may need a cautious approach in light of
GDB’s market risk. Issues with low coupon rates, which were issued in the
environments of rapidly declining interest rates since 2001, have been increasing their
share in the GDB portfolio of Omani commercial banks. Once the interest rate trend
reverses and starts rising, the banks will likely be required to revalue their GDB
portfolios at lower values and charge lost values to their income statements.
Pension funds are another major investor in the capital market. They are
considered the primary institutional investors in Oman. The total assets of the Omani
pension funds were estimated at RO 850 to 1,200 million as at the end of 2004. Cash
and bank deposits exceed 50% of assets. The stock market crash in 1997 caused pension
funds to shift to cash and deposits, which are usually in a 20-30 percent range (Central
Bank of Oman (1998)). However, pension funds quickly increased their share in GDBs
holding from 1998.
Mutual funds are a powerful vehicle to bridge between the general public’s
savings and a highly professional market of bonds. Oman’s experience with investment
funds is however limited. There is no framework of mutual funds or open-end funds.
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A.6. Structure of Financing in Oman
The focus of this section is to provide information about the structure of
financing in Oman. In particular, the section describes the capital structure based on
sources of financing.
A.6.1. Internal Sources of Financing
Internal sources of financing by companies include the funds that are directly
invested by the shareholders (share capital) and by keeping the profit in the companies
(retained earnings) and legal reserves. Legal reserves, which are not available for
distriubution, are accuumulated in accordance with article 106 of the Commercial
Companies Law 1974. The objective of these reserves is to keep some money in the
company to cover expenses rising mainly from borrowings. In fact, legal reserves are
considered as a supplement to the company’s capital and are regarded as being a
guarantee for creditors. Article 106 of the Commercial Companies Law 1974 states that
the annual appropriation shall be 10% of the net profit for each year after taxes, until
such time as the reserve amounts to at least one third of the share capital.
General reserve is another source of internal financing for Omani firms. Article
106 of the Commercial Companies Law of 1974, allow firms to transfer 10% of a
company’s net profit after legal reserve allocation, to a distributable general reserve until
it reaches half of the company issued capital. This approach is utilized as a major source
of financing for some Omani firms. Some firms set aside a distributable reserve for
furture investments in capital assets. This is known as Development reserve.
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In some cases, Omani firms tend to increase their capital through private
placements to specified persons. This means that companies will receive the full
consideration, allot shares and get these listed in MSM within 60 days from the date of
approval of the Extraordinary General Meeting. The shares offered must be at a price
not less than their nominal value. The privatley placed shares will be “locked in” for a
period of one year from the date of listing. This means that the allottees can not sell
their shares for a period of one year from the date of listing, however, they can use them
as collateral to buy other shares. Despite this lengthy and detailed procedure, when
companies raise capital through the capital markets, in many cases they utilize this
approach.
The utilization of profit generated by a company through retained earnings
requires the approval of the shareholders. This has to be approved in the Annual
General Meeting of shareholders. However, it is worth mentioning that most Omani
firms do not retain their earnings, rather, they tend to distribute their earnings in
dividends.
A.6.2. External Sources of Financing
The main external sources of financing that are available to Omani firms include
loans from commercial banks, soft loans from the government, and equity. We next
explain each source in more detail.
Loans from commercial banks are a major source of financing for Omani
corporations. Commercial banks provide working capital loans, loans for equipment
financing, and trade finance. Omani companies are able to obtain a line of credit at the
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rate of interest charged by the bank. The terms under which banks provide companies
with loans are very similar to those in the US and other parts of the world. Reputation is
the leading term and the five C’s (Character, Capacity, Collateral, Capital, and Credit)
are applicable in Oman as they are anywhere in the developed countries (Central Bank
of Oman Annual Report (2002)). Although banks do not rely on market information
when granting a loan, they require detailed studies of an applicant before making any
loan.
The Omani banking system is highly regulated and quite advanced (Islam
(2003a)). The commercial banking sector in Oman consists of five locally incorporated
banks and nine branches of foreign banks as at the end of 2004. The Banking sector is
extremely concentrated in Oman. Three major banks dominate the sector: Bank Muscat,
the National Bank of Oman, and the Oman International Bank (see Table A.7). The
sector has been consolidated to manage the aftermath of the bubble burst in 1997/1998.
Bank Muscat acquired the Commercial Bank of Oman in 2000 and the Industrial Bank
of Oman in 2002. Bank Dhofar merged with the Majan International Bank in March
2003.
Table A.7. Commercial Banks Listed on MSM at the end of 2004 Bank No. of operating
offices Paid in Capital (RO mil.)
Total Assets (RO mil.)
Bank Muscat 90 59.8 1,900.3 National Bank of Oman 52 70 747.3 Oman International Bank 82 62.9 717.8 Source: Capital Market Authority
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Omani commercial banks engage in both commercial and investment banking
businesses. The commercial banking has grown over the years in tandem with the
overall economic development. During the year 2004, total assets of commercial banks
rose by 8.9% to RO 4,888.7 million. Table A.8 presents credit by commercial banks to
various sectors since 1998. Total credit rose by 6% to RO 3,505.7 million or 36.7% of
GDP as at the end of 2004. Similarly, credit to the private sector registered an increase
of 6% over the year. Investment by commercial banks in TBs stood at RO 149 million
while holdings of GDBs amounted to RO 146.5 million as at the end of 2004. Although
there is no restriction on banks owning shares of companies, their average shareholdings
are not significant. Investment in shares and securities in the domestic market increased
to RO 30.9 million as at the end of 2004 from RO 25.1 million a year earlier. The fact
that Omani banks are able to both underwrite corporate securities and to own equity
adds to their importance in corporate financing decisions.
As explained before, the issuance of bills and bonds is not frequently employed
in Oman. Even when companies issue bonds, they are not liquid due to the nonexistance
of secondary bond market. Furthermore, in Oman, bonds are not known to appreciate in
price; most bonds are held until maturity. For the reasons mentioned earlier, firms
prefer bank debt.
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Table A.8. Credit by Commercial Banks to Various Sectors (In RO Million) % ∆ Category 1998 1999 2000 2001 2002 2003 2004
2004/2003
Credit to private sector
2,590.0 2,830.1 2,885.1 3,072.3 3,054.6 3,089.9 3,274.1 6.0
Credit to public enterprises
- 4.1 16.3 28.1 46.0 69.0 87.3 26.5
Credit to Government
39.8 64.7 79.3 140.6 169.7 149.4 144.3 -3.4
Securities 1.Treasury bills (at cost)
87.6 127.8 40.0 160.0 69.0 138.0 149.0 8.0
2.Government Bonds
70.6 117.3 120.9 126.2 118.4 130.4 146.5 12.3
3.Other domestic securities
31.6 36.0 33.3 32.7 24.1 25.1 30.9 23.1
4.Foreign securities
124.6 89.6 78.8 74.9 85.9 83.4 121.7 45.9
5. Others*
- 25.6 83.4 28.6 119.0 167.1 55.0 -67.1
Total Credit 2629.8 2898.9 2980.7 3241.0 3270.3 3308.3 3505.7 6.0
Source: Central Bank of Oman *includes investments in Certificates of Deposit
As part of its efforts to attract investment, Oman offers several financial
incentives for investors. The government grants soft loans (loans that are given at low
interest rate or in some cases even interest free) for Omani firms through the Oman
Development Bank. Loans are given for acquiring fixed assets for new projects, buying
machinery and equipment required for expansion of existing projects, and infusion of
finance into a “sick” industry. For example, the government launched industrial
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diversification programs in 1994 and 1995, which provided Omani firms with soft loans
of approximately RO 300 million.
Sole proprietorships and corporate firms are eligible for these grants. The grant
is also paid to new as well as existing projects which face investment problems,
provided they are in agriculture and fisheries, industry, tourism, general education,
higher education, and the health sectors.
The soft loans are to be repaid in annual installments within a maximum period
of ten years after the expiration of the grace period from the date of signing the loan
agreement. The grace period is dependent on the type of the project but it cannot exceed
five years from the date of singing the loan agreement.
Besides loans from banks and government, Omani companies raise a significant
amount of funding through equity. Table A.9 exhibits annual numbers and amounts of
equity issues in Oman since the inception of the MSM in 1989. Over the 17 years, a
total of RO 1,958 million was raised which corresponds to 33% of the market
capitalization at the end of 2005. Looking at the figures in the table, it can be seen
clearly that the Omani market began functioning as a marketplace to supply capital to
domestic companies around 1993-1994, several years after its initial commencement.
The number of issues by existing public joint stock companies far exceeds those by new
public joint stock companies and closed joint stock companies. However, the value of
issues for new public joint stock companies is much higher than those by existing public
joint stock companies and closed joint stock companies.
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Table A.9. Annual Number and Amount of Equity Issues in Oman (1989-2005) Inv. Funds Closed Joint
Stock Comp. New Public Joint Stock
Comp.
Existing Public Joint Stock Comp.
Total Period
No. of issues
(Value RO mil.)
No. of issues
(Value RO mil.)
No. of issues
(Value RO mil.)
No. of issues
(Value RO mil.)
No. of issues
(Value RO mil.)
1989 0 0.0 3 1.7 7 26.1 1 0.7 11 28.5 1990 1 1.0 3 10.1 1 14.7 5 8.5 10 34.3 1991 0 0.0 3 0.4 2 3.7 1 3.1 6 7.2 1992 1 1.0 6 14.6 2 1.4 4 4.3 13 21.3 1993 0 0.0 3 1.1 7 38.9 0 0.0 10 40.0 1994 1 20.4 6 1.1 11 51.9 6 33.7 24 107.1 1995 2 7.4 4 4.3 10 25.3 5 10.2 21 47.2 1996 2 10.5 5 12.6 17 60.6 2 1.3 26 85.0 1997 1 10.5 0 0.0 23 180.3 11 103.1 35 293.9 1998 2 62.3 20 83.7 10 81.9 13 132.1 45 360.0 1999 0 0.0 12 39.9 1 2.0 3 12.4 16 54.3 2000 0 0.0 5 7.9 1 5.5 11 18.8 17 32.2 2001 0 0.0 8 28.8 0 0.0 14 46.9 22 75.7 2002 1 6.4 4 2.5 2 10.8 11 15.1 18 34.8 2003 0 0.0 3 8.7 2 8.0 23 47.9 28 64.6 2004 0 0.0 8 152.9 4 30.8 30 67.3 42 251.0 2005 2 13.8 12 11.8 4 314.9 34 80.1 52 420.6 Total 13 133.3 105 382.1 104 856.8 174 585.5 396 1,957.7Source: Capital Market Authority
While leasing provides an important financing alternative to traditional funding
sources in many countries, this is not the case in Oman. In an attempt to “beef up”
supply and to encourage firms to use this source, the government introduced leasing
legislation in 2000. Unfortunately, not many firms take an advantage of the leasing
industry and it remains relatively unused as a source of financing in Oman (Central
Bank of Oman Annual Report (2001)).
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Appendix B
A Review of the Literature on Capital Structure
B.1. Introduction
How do firms choose their capital structure? What are the driving factors behind
capital structure decisions? While numerous studies attempted to address these
questions, the answers are still far from conclusive. The number of theories has
expanded rapidly since the path breaking theory formation by Modigliani and Miller
(1958; MM hereafter). They show that in an idealized world without taxes, the value of
a firm is independent of its debt-equity mix. Therefore, an optimal capital structure can
not be identified. In short, the value of a firm is invariant to its capital structure.106 This
proposition is based on some restrictive assumptions, e.g. a perfect capital market, no
bankruptcy costs, no taxes, and full information. By gradually replacing the perfect
capital market assumptions by a more realistic one’s, many potential answers are added
to the original theoretical framework. However, the picture is far from complete, and
the issue continues to offer a wide range of unresolved problems and controversies to be
tackled.
106 Recently, Jayaraman (2006) finds a positive association between debt and firm value when he accounts for the endogeneity of debt. In particular, he shows that increasing the level of debt by a dollar increases firm value by 13 cents. Consistent with the tax penalty of debt, they find that the tax benefit of debt is higher for firms that pay dividends than for those that do not.
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The literature on the choice of capital structure can be divided into two parts:
theoretical models and empirical studies. In this appendix, the theoretical literature is
presented in Section B.2 and the empirical literature is discussed in Section B.3.107
B.2. Capital Structure Theory
In their efforts to understand the incentives for firms to use debt, finance scholars
put forward different theories. Each theory explains one or more of the determinants.
This section presents an overview of these capital structure theories. The structure of
this part follows the main line in the literature. In section B.2.1, the theorems of
Modigliani and Miller (1958) are presented. Section B.2.2 discusses the agency theories
of capital structure. The tradeoff theory of capital structure is presented in Section
B.2.3. In Section B.2.4, packing order theory is analyzed. Finally in Section B.2.5, we
describe market timing theory.
B.2.1. Modigliani and Miller Theorem
The first modern theory of corporate capital structure began with the celebrated
paper of MM (1958). In this paper Nobel laureates Franco Modigliani and Merton
Miller provide the formal proof of their now famous MM irrelevance proposition. To
derive their propositions, MM assume a world without any market imperfections like
taxes, transaction costs or asymmetric information. Their premise is that valuation of
firms depends solely on the company’s investment policy and not on how they are
financed. 107 See Frank and Goyal (2005) for a detailed review of the capital structure literature.
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Modigliani and Miller theorem reveals that there would be arbitrage
opportunities in perfect capital markets if the value of the firm depends on how it is
financed. Furthermore, their theorem argues that if investors and firms can borrow at
the same rate, investors can neutralize any capital structure decisions the firm’s
management may take.
While MM capital structure irrelevance theorem clearly rests on unrealistic
assumptions, it can serve as a starting point to search for factors that influence capital
structure policies. In this vein, MM (1958, p. 296) conclude their article with the
following statement regarding the assumptions in their study: “having served their
purpose they can now be relaxed in the direction of greater realism and relevance, a task
in which we hope others interested in this area will wish to share.”
Since then, there have been numerous studies which have investigated
imperfections in the real world and have rejected the theory of capital structure
irrelevancy. The theoretical hypotheses tested in this study are mostly related to the
tradeoff theory, pecking order theory, agency theory, and market timing theory.
B.2.2. Agency Theory of Capital Structure
A significant portion of research has been devoted to models in which capital
structure is determined by agency costs, i.e., costs due to conflicts of interest.108 Ever
since Berle and Means (1932), research on corporate governance has stressed the
adverse consequences of the separation of ownership and control in corporations.
Jensen and Meckling (1976) initiate research on this area by building on the earlier work 108 See Fleming, Heaney, and McCosker (2005) for a discussion of the agency costs and ownership structure.
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of Fama and Miller (1972). Under this framework, Jensen and Meckling (1976) argue
for the inevitability of agency costs in corporate finance. Managers are agents of the
shareholders and their interest may be in conflict. Managers may act in their own
interest, seek higher than market salaries, perks, power, empire building, and job
security. In order to increase their bargaining’s power, they may undertake entrenching
investments, which adapt the firm’s assets and operations to the managers’ skills and
knowledge (Shleifer and Vishny (1989)).109 According to Jensen and Meckling (1976),
agency costs can be triggered by two types of conflicts; conflicts between managers and
shareholders and shareholders and bondholders.
The separation of ownership and control between managers and shareholders
arise when managers hold less than 100% of the residual claim. As a result, managers
do not capture the entire gain from their profit while they bear the entire cost of wealth
maximizing activities. Consequently, managers have the incentive to invest less effort
in managing the firm’s resources and may transfer firm resources to their own personal
benefit. Such misbehaviour can be redirected by share ownership, compensation
schemes, or other incentives. This leads us to Jensen’s (1986, p. 323) free cash flow
theory which states “The problem is how to motivate managers to disgorge the cash
rather than investing it below the cost of capital or wasting it on organizational
inefficiencies.”
As Myers (2001, 2003) postulates, the answer to Jensen’s problem can, in some
circumstances, be debt financing. An increase in the relative amount of debt increases
109 Berger, Ofek and Yermack (1997) find an inverse relationship between leverage and several measures of managerial entrenchment. Garvey and Hanka (1999) report evidence that legal changes that protects firms from takeovers lead to lower leverage.
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the fixed obligations of the firm and reduces the funds over which the management has
discretion. If managers spend excessively on prerequisites, and as a consequence, fail to
meet the fixed debt obligations, the debtor will have the firm declare bankrupt.
Bankruptcy is costly for managers since they may be displaced and thus lose their job
benefits. Grossman and Hart (1982) point out that if bankruptcy is costly for managers
because they lose benefits of control and reputation, then debt can create an incentive for
managers to work harder, consume fewer perquisites, and make better investment
decisions. In the same vein, Lang, Ofek, and Stulz (1996) articulate that managers lose
their jobs and reputations in the event of bankruptcy. They may wish to choose a debt
ratio that is less than optimal to reduce the risk of going bankrupt.
In Jensen (1986) as in Grossman and Hart (1982), managers who make decisions
regarding the financial structure of the firm will voluntarily commit to use debt such that
agency problems are reduced. Zwiebel (1996) describes a model of voluntarily
bonding.110 In this dynamic model, constant pressure from a potential discipliner,
partially limited by managerial entrenchment, ensures that the management commits
voluntarily to debt. Similar to Jensen (1986), Stulz (1990) argues that since debt
commits the firm to pay out cash, it reduces the amount of cash available to managers to
indulge themselves with perquisites and value destroying investments.111
Another type of agency conflict is the one between shareholders and
bondholders.112 These conflicts may arise because of the firms’ incentive to maximize
110 Similar arguments are described in Garvey and Hanka (1996) and Novaes (2003). 111 See also Harris and Raviv (1990), Hart (1993), and Hart and Moore (1995). 112 Recently, Titman and Tsyplakov (2005) develop and calibrate a dynamic capital structure model and find that the conflicts of interest between shareholders and bondholders and financial distress costs have a first order effect not only on the level of target debt ratio but also on how debt ratios evolve over time.
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market value of equity rather than total firm value. The shareholders are willing to
invest suboptimally in more risky projects. If a risky investment succeeds, the
shareholders realize a good return; if it fails, the firm goes bankrupt and the bondholders
bear most of the consequences of the default because of limited liability to shareholders.
Consequently, shareholders may benefit from investing in risky projects, even if this
investment results in reduction in firm value. This effect is generally called “asset
substitution effect” which is an agency cost of debt. Asset substitution effect suggests
that shareholders expropriate wealth from the bondholders by substituting the current
assets for more risky assets.
Smith and Warner (1979) describe direct wealth transfer conflicts. By means of
an excessive increase in dividends, shareholders can increase their wealth at the expense
of bondholders. Likewise, the issuance of debt with high priority can expropriate wealth
from current bondholders. Myers (1977) describes the underinvestment problem that is
caused by shareholder-bondholder conflict. He points out that when firms are likely to
go bankrupt in the near future, shareholders may have no incentive to contribute new
capital, even for value increasing projects. The reason is that while shareholders bear
the entire cost of the investment, the bondholders may capture most of the returns. On
the other hand, Harris and Raviv (1990) suggest that firms’ managers are willing to
continue current operations even if the shareholders prefer liquidation due to poor cash
flow. In this case, debt financing reduces the shareholders’ costs of conflicts by giving
the firm’s bondholders the option of liquidation if cash flow is low. However,
bondholders require information about the firm’s prospects prior to making a liquidation
decision. The optimal capital structure is defined as a tradeoff between the benefits of
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debt financing, resulting from an improvement in liquidation decision, and required
investigation costs.
In summary, agency theory of capital structure imply that debt is chosen, in a
rather complex fashion, to reduce the capacity of the managers to act in a manner
contrary to the welfare of shareholders and to reduce the capacity of shareholders to act
in a manner contrary to bondholders interests. This theory results in both costs and
benefits of debt versus equity. The presence of characteristics that are likely to increase
(decrease) the conflict between shareholders and bondholders are expected to result in
an increase (decrease) in the costs of debt. These characteristics are expected to be
inversely associated with debt. On the other hand, conflicts of interest between
management and shareholders may be controlled by debt. Characteristics that induce
(reduce) perquisite consumption, such as perks and empire building, are expected have a
positive (negative) relationship with debt.
B.2.3. Tradeoff Theory of Capital Structure
The tradeoff theory of capital structure has dominated the capital structure
literature. This theory says that a firm will borrow up to the point where marginal
benefit of tax savings on additional unit of debt is just offset by the increase in the
present value of possible costs of financial distress.113 The tradeoff theory is
summarized in Myers (1984, p. 577) as follows: “The firm is portrayed as balancing the
value of interest tax shields against various costs of bankruptcy of financial
113 There are many studies that investigate financial distress costs including Baxter (1967), Kim (1978), Andrade and Kaplan (1998), and Damodaran (2002). Warner (1977) documents that direct financial distress costs are around 4% of the market value of the firm one year prior to bankruptcy. One the other hand, Altman (1984) estimates indirect financial distress costs at 10.5% of firm value.
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embarrassment. Of course, there is controversy about how valuable the tax shields are,
and which, if any, of the costs of financial embarrassment are material, but these
disagreement gives only variations on a theme. The firm is supposed to substitute debt
for equity, or equity for debt, until the value of the firm is maximized.”
Robichek and Myers (1966) provide an early formal treatment of the tradeoff
between the tax advantage of debt and the costs of financial distress. In a state-
preference framework, corporate taxes and costs of bankruptcy are included. They
suggest that there is a positive association between market value and leverage for firms
with little debt. However, the value of the firm should decrease if leverage is very high.
Kraus and Litzenberger (1973), Scott (1976), and Kim (1978) provide alternative models
that also yield a firm-specific optimal capital structure, based on the tradeoff between
tax benefits and financial distress costs of debt.114 Myers (1984) reviews this framework
and refers to it as the static tradeoff framework. Within this framework, an interior
optimal capital structure exists. Each firm has an optimal debt ratio and aiming at
maintaining the actual debt ratios as close as possible to the optimum. The optimal debt
ratio is referred to as the target debt ratio. The target debt ratio differs between firms
because of the influence of taxation and financial distress costs. In addition, this ratio
depends on weighting the savings advantage of debt against the deadweight costs of
financial distress. In case immediate adjustment is costly, the theory implies a target-
adjustment model which is not observed directly (Myers (2003)). Successful early tests
of target-adjustment models include Taggart (1977), Jalilvand and Harris (1984),
114 Kraus and Litzenberger (1973) provide a state-preference model with wealth taxes and bankruptcy costs. Scott (1976) assumes risk indifference, bankruptcy costs due to imperfections in secondary markets, and corporate taxes. Kim (1978) employs capital asset pricing model, costly and stochastic bankruptcy, and corporate taxes.
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Auerbach (1985), and Hovakimian et al. (2001). The tradeoff theory of capital structure
has been developed in many papers including DeAngelo and Masulis (1980), Bradley et
al. (1984), Barclay and Smith (1999), and Myers (2003).
In summary, the tradeoff theory posits that each firm can maximize its market
value by choosing the optimal debt ratio. In this context, firms try to rebalance the tax
benefits of debt with costs of firm distress. This theory predicts that firms will increase
their value by moving towards their target debt ratio, while a value reduction should be
observed if they move further from their target debt ratio.
B.2.4. The Pecking Order Theory
In their pioneering work, Myers (1984) and Myers and Majluf (1984) propose an
alternative to the tradeoff theory of capital structure.115 Their theory is based upon the
idea of asymmetric information between managers and investors. Myers and Majluf
(1984) propose that capital structure is constructed to alleviate inefficiencies caused by
the fact that managers know more about the true value of the firm and the firm’s
riskiness than less informed outside investors. If the information asymmetry results in
an underpricing of the firm’s equity and the firm are required to finance a new project by
issuing equity, the underpricing may be so severe that new investors capture most of the
net present value (NPV) of the project, resulting in a net loss to existing shareholders.116
115 Myers (1984) notes that the pecking order hypothesis is not new (Donaldson (1961)), even if the term is new. Much literature has extended the pecking order theory. See Lucas and McDonald (1990) and Viswanath (1993). 116 When managers are aware that the current market value of the firm is lower than the fair value based on their superior information about the firm, then they will be reluctant to issue new securities at the depressed price. In contrast, managers may be more willing to issue new securities when they view the firm to be overvalued. If shares are issued under such circumstances, there will be a wealth transfer from
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Hence, managers who work in the best interest of the current shareholders will reject the
project even if its NPV is positive. To avoid this underinvestment problem, they finance
projects first with retained earnings, which have no adverse selection problem, then with
safe debt, for which the adverse selection problem is negligible, then with risky debt,
and with equity only as a last resort.
The pecking order theory is able to explain why firms tend to depend on internal
sources of funds and prefer debt to equity if external financing is required. It also
explains why more profitable firms borrow less which is because profitable firms have
more internal financing available. Firms that do not generate a lot of profits required
more external financing and as a result accumulate more debt. Hence, the firms’ debt
ratio is not driven by the tradeoff theory, but it is simply the cumulative results of the
firm’s attempts to mitigate information asymmetry. This is a theory of leverage in
which there is no notion of an optimal debt ratio. This theory predicts that the financing
deficit is the main determinant of debt issue and firms will use external financing only if
retained earnings are inadequate to finance the firm’s growth opportunities. If external
financing is required, the pecking order theory predicts firms to issue the safest security
it can, given that the cost of financial distress is ignored. This implies that firms will
first issue debt and then equity. Firms will issue equity (suffer from serious adverse
selection problem) only when debt is costly, for example when the firm is already at
dangerously high debt ratio where managers and investors foresee costs of financial
distress (Myers (2003)). Myers (1984) refers to this hierarchy of financing that starts
new to old shareholders when prices eventually settle at their fair value. The result of this behaviour is that new issues imply bad news and are likely to be associated with price reduction.
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with retained earnings, followed by safe debt, then risky debt, and finally with equity as
pecking order theory of financing.
Several empirical studies such as Baskin (1989), Norton (1991), and Griner and
Gordon (1995) have reported evidence in support of the pecking order theory. Shyam-
Sunder and Myers (1999) test the tradeoff theory against the pecking order model. Their
study reports evidence that the pecking order theory is an excellent first order descriptor
of corporate finance behaviour.
In short, the pecking order theory is an important theory of capital structure.117
This theory fundamentally relies upon information asymmetry and adverse selection
costs. It predicts that firms will use internal funds first, debt second, and equity last.
B.2.5. Market Timing Theory
Equity market timing is one of the primary factors that shape corporate financing
decisions. A large body of work documents the fact that firms time the equity markets
in their security issuance decisions. Starting with Taggart (1977), numerous studies
have demonstrated the tendency of firms to issue equity when their market valuations
are high relative to book values or past market returns.118 Subsequent studies by Marsh
(1982), Asquith and Mullins (1986), Korajczyk et al. (1991), Jung et al. (1996), and
Hovakimian et al. (2001) report evidence of a positive association between seasoned
equity offerings and market valuations. Loughran et al. (1994) and Pagano et al. (1998) 117 Brennan and Kraus (1987), Noe (1988), and Constantinides and Grundy (1989) document that the pecking order does not necessarily obtain if financing choice include hybrid securities or share repurchases. 118 Studies of Taggart (1977), Marsh (1982), Jalilvand and Harris (1984), and Asquith and Mullins (1986) use past stock returns to measure market timing. Recent studies by Rajan and Zingales (1998), Jung et al. (1996), Pagano, Panetta, and Zingales (1998), Hovakimian et al. (2001), and Kayhan and Titman (2006) employ market-to-book ratio as a measure of market timing.
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show that initial public offerings coincide with high market valuations. Ikenberry et al.
(1995) report evidence of a negative association between equity repurchases and market
valuations. Loughran and Ritter (1995) and Spiess and Affleck-Graves (1995) report
evidence of firm underperformance following equity issues. On the debt side, there is
evidence that firms time their debt issues to periods when conditions are favourable. In
this line, Guedes and Opler (1996) postulate that firms issue long-term debt when its
future returns are predictability low. Baker et al. (2003) assert that managers time their
long-term debt issues to periods when prices of long-term debt are high. In the Graham
and Harvey (2001) survey, CFOs admit that timing consideration play a very important
role in their financing decisions.
The market timing theory of capital structure is recently advanced by Baker and
Wurgler (2002). In this influential study, Baker and Wurgler attempt to capture market
timing by focusing on historical market-to-book ratio. In particular, their timing
measure is a weighted average of the firm’s past market-to-book ratios, where the
weights are the past amounts of external capital raised by the firm. Their study report
evidence that firms with low debt ratio tend to raise funding when the market valuations
are high, and vice versa. Baker and Wurgler claim that equity market timing has large
and lasting effect on capital structure that persists for at least a decade. The theory
asserts that a firm’s capital structure is merely the cumulative results of past attempts to
time the equity market. In particular, they argue that firms fail to readjust their debt
ratio after issuing equity in an attempt to time the market. In this theory, there is no
optimal capital structure. Consequently, capital structure is solely the cumulative
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outcome of attempts to time equity markets and firms are no more or less likely to
rebalance their debt ratio in response to these timed equity market issuances.
A close relative paper to Baker and Wurgler is Welch (2004). While both Baker
and Wurgler and Welch (2004) investigate the influence of past stock returns on capital
structure, there is an important difference between the two studies. Baker and Wurgler
are more interested in how the past stock returns affect the active issuing activity of
firms and fail to consider the implied change. Welch focuses more on the implied
change. Welch argues that firms fail to readjust their capital structure in response to
shocks in the market value of their equity despite fairly active net debt issuing. He
asserts that variation in market equity is the primary known explanatory determinant of
capital structure and capital structure changes, and the motivation behind corporate net
issuing activity is largely a mystery. Welch finds that over one year, the average firms
show no tendency to readjust to its previous debt ratio and rather allows its debt ratio to
drift almost one to one with stock returns. In longer horizons (over five to 10 years),
firms start to readjust but the impact of stock return remains to dominate any effect of
rebalancing. Thus, Welch concludes that firms fail to readjust their capital structures,
even over horizons as long as five years.
B.3. Review of Related Empirical Studies
B.3.1. Introduction
The objective of this section is to present the important contributions in the
empirical capital structure literature. We focus on the factors that determine capital
structure dynamics. The organization of this section is based on approaches used in
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other empirical studies. Section B.3.2 discusses empirical studies on the US. Studies on
other countries are described in section B.3.3.
B.3.2. Empirical Studies in the US
Due to the easy accessibility to reliable data, most of the studies on capital
structure are carried using data on firms in the US. Schwartz and Aronson (1967) are
among the first to examine the determinants of capital structure in the US on four
industries with eight firms. They find that differences exist between industries and these
differences persist in their period of study which is from 1923 to 1962. Subsequent
studies for the US by Ferri and Jones (1979), Castanias (1983), and Bradley et al. (1984)
use several proxies that are based on accounting and stock price data to examine the
determinants of leverage.119 Notably none of these studies included variables to
represent profitability -the key factor said to affect the capital structure, according to the
pecking order theory.
A growing strand of the literature focuses their attention on testing capital
structure theories. For example, Baskin (1989) tests the pecking order theory by
studying the debt ratios of firms and their relationship to past profitability. The results
strongly support the argument that firms with higher past profits typically tend to have
lower leverage. However, Baskin does not include proxies for most of the “traditional”
determinants, such as risk, asset composition, and NDTS. In a test of the stakeholder
theory, Barton, Hill and Sundaram (1989) include a measure of the product-relatedness
criterion suggested by Rumelt (1974) as a proxy for the presence of stakeholders, in
119See Harris and Raviv (1991) survey for a discussion and summary of these papers.
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addition to proxies for profitability, growth, risk and other commonly used determinants.
Their results indicate that the presence of “stakeholders” tend to decrease leverage.
One of the most insightful capital structure studies is Titman and Wessels (1988).
They undertake a comprehensive study, testing both tradeoff and pecking order theories
in a more general framework. They use three types of debt instruments as measures of
short-term, long-term, and convertible debt instead of an aggregate measure of total
debt. The innovative aspect of Titman and Wessels is the treatment of the proxy
problem. They apply a confirmatory factor analysis technique for estimating the impact
of unobservable attributes on the choice of corporate debt ratios. Using 469 US firms
over 1974-1982, they observe that debt levels are related negatively to the uniqueness of
a firm's line of business and transaction costs is an important determinant of capital
structure choice. They find a negative association between short-term debt ratios and
firm size. Using market values, they report a significant negative association between
debt ratios and profitability. For the book values, they find a significant positive
association between debt ratios and growth. Titman and Wessels findings are consistent
with the predictions of the pecking order theory. In contrast, Helwege and Liang (1996)
investigate a small sample of IPO firms. They find that issuance decisions are weakly
related to the size of the financing deficit, leading them to reject the pecking order
theory.
Shyam-Sunder and Myers (1999) test both tradeoff theory and pecking order
theory. Their study provides empirical support for the pecking order theory among U.S.
firms. They find little empirical support for the static tradeoff model that predicts that
firms adjust toward an optimal debt ratio. They show that many of the current empirical
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tests lack sufficient statistical power to distinguish between the theories. On the other
hand, Chirinko and Singha (2000) use three examples to criticize the test conducted by
Shyam-Sunder and Myers (1999) and suggest that the test generates misleading
inferences and that their empirical evidence reported by Shyam-Sunder and Myers can
evaluate neither the pecking order nor static tradeoff models. Hovakimian et al. (2001)
test the tradeoff theory where they find that debt ratios deviate from their suggested
optimum level. The evidence shows that firms tend to accumulate past profits in a
manner that is consistent with the pecking order theory. In contrast, Frank and Goyal
(2002) argue that predictions of the pecking order theory do not hold for samples larger
than Shyam-Sunder and Myers’ and over a longer period. Fama and French (2002)
report evidence that both of the theories explain some of company’s financing
behaviour; and none of them can be rejected.
Lemmon and Zender (2004), using panel data methodology to test Shyam-
Sunders and Myers results, find evidence consistent with the pecking order theory. They
use debt capacity constraint to explain why small growth firms issue equity. Contrary to
Frank and Goyal findings that smaller firms have more potential for asymmetric
information than larger firms, Lemmon and Zender provide evidence that small high
growth firms face lower adverse selection costs than larger firms when issuing equity,
thus argue that the issuing of equity by young, high growth firms is not contrary to the
pecking order theory. Similarly, Agca and Mozumdar (2004) demonstrate that firms
prefer debt to equity before reaching their debt capacity. Mayer and Sussman (2004)
examine capital structure changes for a sample of firms making large investments. They
find that most large investments initially financed with new debt, consistent with the
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pecking order theory. Following the event year, however, they find some evidence
consistent with the tradeoff theory, as firms move back toward their historic debt ratios.
Autore and Kovacs (2005) find that firms take adverse selection costs into account by
timing their use of internal versus external and debt versus equity. They also find that
firms are increasingly raising equity capital via methods that are less prone to adverse
selection costs. These results are in line with the pecking order hypothesis. On the other
hand, Leary and Roberts (2005b) find that firms often violate the pecking order’s
hierarchy, both by issuing external securities when internal securities are sufficient and
issuing equity in place of debt. They conclude that “even as a conditioner theory of
capital structure, the pecking order appears to struggle” (p. 34). Similarly, Fama and
French (2005) find that equity issues are common even for large firms that are not under
duress which violate the pecking order hypothesis. They state that “our results reject the
pecking order’s central predictions about how often and under what circumstances firms
issue and repurchase equity”. (p. 579).
There is an intensive debate on whether firms rebalance their capital structure
with some studies reporting evidence supporting and others failing to do so. In this vein,
Baker and Wurgler (2002) and Welch (2004) questions whether firms engage in capital
structure rebalancing as implied by the tradeoff theory. Baker and Wurgler (2002) argue
that the impact of firm’s efforts to time the market is highly persistent, and capital
structure is the cumulative results of timed trips to the equity market. Consistent with
inertia, Welch (2004) suggests that firms fail to rebalance their capital structure and
stock returns are the primary determinant of capital structure dynamics. In the same
vein, Kayhan and Titman (2006) investigate how cash flows, investment expenditures,
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and stock price histories affect capital structure. They use market-to-book timing
measures that are in the spirit of Baker and Wurgler (2002) and show that the firms’
history has a major influence on capital structure. Similar to Welch (2004), Kayhan and
Titman report evidence that stock returns have a primary impact on capital structure
dynamics, and that these effects are at least partially persist for at least 10 years. They
also document that changes in leverage due to stock returns reverse very little.
Likewise, Titman and Tsyplakov (2005) find that changes on stock prices have a strong
effect on capital structure changes and firm move slowly towards their target capital
structures. Huang and Ritter (2005) examine time-series patterns of external financing
decisions. They find that publicly traded U.S. firms fund much a larger proportion of
their financing deficit with external equity when the relative cost of equity capital is low
which is consistent with the market timing theory. In particular, they find that equity
issues are strongly negatively related to the equity risk premium, and that debt issues are
strongly related to the real interest rate. They also find that firms adjust very slowly
toward target leverage even after controlling for the traditional determinants of capital
structure, firm fixed effects, and short time dimension bias. Cai and Zhang (2005) study
the relationship between capital structure dynamics and stock returns using a sample of
U.S. public firms during 1975-2002. They document a significant negative relationship
between leverage changes and the contemporaneous stock returns. In the same vein,
Chen and Zhao (2005a) find that the tradeoff theory does a poor job in explaining the
issuing decisions. Jenter (2005) documents that managers try to actively time the market
both in their private trades and in firm-level decisions. Henderson, Jegadeesh, and
Weisbach (2006) investigate the extent to which firms from different countries rely on
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alternatives sources of capital and find evidence that market timing considerations play
an important role in security issuance decisions. Xu (2006) examines how fast firms that
rebalance over time adjust their capital structures. Using system GMM, the results show
that firms adjust toward their target capital structure slowly. The observed slow speed of
adjustment is not caused by transaction costs. In particular, large firms do not appear to
adjust more quickly than small firms.
In contrast, Strebulaev (2006) argues that costly adjustment can explain the
phenomenon in Baker and Wurgler (2002) and Welch (2004). Similarly, Leary and
Roberts (2005a) argue that the persistence results of Baker and Wurgler and Welch are
more likely due to adjustment costs and not necessarily market timing or inertia,
respectively. Using unbalanced panel of 127,308 firm-quarter observations for the years
1984-2001, Leary and Roberts (2005a) empirically examine the tradeoff theory of
capital structure, allowing for costly adjustments. After showing that the behaviour of
financing decisions is consistent with direct evidence on external financing costs, they
use a dynamic duration model to show that firms behave as though adhering to dynamic
tradeoff policy in which they actively rebalance their debt level to stay within an optimal
range. These findings are consistent with the previous empirical work that finds mean
reversion in leverage (Jalilvand and Harris (1984), Roberts (2002), and Roper (2002)).
Consistent with Leary and Roberts (2005a), Flannery and Rangan (2006) use
partial adjustment model and report evidence that firms do have target capital structure
which is consistent with the tradeoff theory. In particular, they find that firms closes
about one-third of the gap between its actual and its target debt ratios each year.
Similarly, Liu (2005) and Hovakimian (2006) documents that firms gradually adjust
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their capital structure in response to various shocks which is in contrast with the market
timing theory.
Alti (2006) examines the capital structure implication of market timing. While
Baker and Wurgler use market-to-book ratio to identify market timers, Alti (2006)
identifies market timers as firms that go public in a hot issue market. His study reports
results that are in contrast with Baker and Wurgler (2002) findings that suggest high
persistence of market timing effects on capital structure. In fact, Alti reports evidence
that the influence of market timing on leverage has very low persistence. His paper
shows that the capital structure impact of this market timing behaviour is largely
transitory. At the end of the second year following the IPO, the influence of market
timing on leverage completely vanishes.120
In a similar vein, Lemmon et al. (2006) find that firms use net security issuances
to maintain leverage ratios in relatively confined regions around their long run mean
which is in line with a dynamic rebalancing of capital structure. Using a panel of
twenty-nine countries, both developed and emerging markets, Farhat et al. (2006) find
that firms partially adjust their capital structures at a higher speed than that observed in
the U.S. firms. In particular, they find that the adjustment rate varies across countries
from 41.4% (Japan) to 67.8% (Norway).
While several studies concentrate on the determinants of capital structure using
debt ratio, there are other studies that attempt to focus on determinates of leverage
changes surrounding some unique events. For instance, Givoly et al. (1992) take
advantage of the Tax Reform Act in 1986 to examine the determinants of capital 120 Inconsistent with Alti (2006), Huang and Ritter find that debt and equity issues last for more than ten years, once the determinants of leverage are controlled for.
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structure by focusing on the relationship between taxes and leverage. Their study
provides evidence that both corporate taxes and NDTS are determinants of leverage.
Moreover, they provide indirect evidence that personal taxes play a role in firm’s choice
between debt and equity. In general, their results support tax based theories of capital
structure.
Other empirical studies shed some light on some specific characteristics of firms
and industries that appear to determine debt ratios and provide direct evidence on the
likely determinants of the debt ratio. In this area, Barclay et al. (1995) study the effects
of size, growth, signaling, and regulation on debt levels. The study reports a small
economic effect of size on leverage level where results were mixed when regressing the
leverage on total sales as a measure of size. In studying signaling effect, they find a
significant positive relation between the size of the company’s earnings increase and its
leverage ratio. They expected that regulation effectively reduce the possibility for
corporate under-investment agency problem simply by transferring much of
management's discretion over-investment decision to regulatory authorities. Their
results matched the expectation that leverage increases with regulation.
On the other hand, there are some studies that concentrate on the type of debt in
the firm’s capital structure. In this line, Johnson (1998) conducts a study on the effect of
the existence of bank debt on a firm's capital structure. Theoretical and empirical
research suggested that bank debt mitigate the agency costs. His findings are consistent
with the proposition that firms can have higher optimal leverage if they borrow from
banks. This is due to benefits from bank screening and monitoring.
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Other studies that attempted to examine the determinants of capital structure by
focusing on the choice between an issue of debt or an issue of equity or a combination of
both (this is known as incremental capital structure). For instance, using a data set of
1,747 debt or equity issues over 1977-1987, MacKie-Mason (1990) investigates the
relationship between tax shield and debt equity choice. The results show that firms with
tax loss carry forwards are less likely to issue debt. For these firms, the marginal tax
benefit of debt is less valuable. Investment tax credits do not reduce the likelihood of
issuing debt because these firms are more profitable and pay more taxes. Furthermore,
MacKie-Mason (1990) documents that the probability of issuing equity is increased by
cash deficits, business risk, R&D expenditure, and a change in stock price.
A paper that builds on MacKie-Mason is Graham (1996). The most important
different between the two papers is that Graham (1996) considers changes in the debt
level, and does not exclusively consider debt and equity issues. Graham (1996) argues
that some of the proxies used to calculate tax rates could be misleading and suggests that
a simulated tax variable could perform better. He also asserts that the ability of firms to
carry loss backwards and forwards makes it difficult to use current financial statements
to calculate company’s tax rates. He reports a positive relationship between debt level
and marginal tax rates. Moreover, it is reported that high tax rates firms are more likely
to increase debt, than low tax firms. Furthermore, the study reports that relative taxation
of debt and equity at the personal level has no impact on debt, and the probability of
bankruptcy is insignificant. Building on the Graham (1996), Graham (2000) develops a
new method of calculating the tax rates by estimating a tax benefit function with a kink,
which is supposed to be a guide of whether the firm has fully utilized its debt capacity.
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His results suggest that firms that are large, liquid and profitable with low expected costs
of financial distress are conservative in their debt usage.
Jung et al. (1996) investigate 276 debt and 192 equity issues over 1977 to 1984
to disentangle the pecking order theory, the agency model, and timing model. They test
the theories using a logistic regression of the incremental security choice. They report a
significant positive coefficient for the market-to-book variable, which indicates that
firms with higher market-to-book ratios are more likely to issue equity.
Opler and Titman (1997) provide a novel idea that allows a test of the influence
of the concept of an optimal capital structure on optimal choices. This paper compares
U.S. firms that issued or repurchased significant amounts of equity between 1978 and
1993 to those that issued or repurchased debt. They find that firms are most likely to
increase debt and repurchase equity when they have less debt than is predicted by a
cross-sectional leverage regression. In addition, the likelihood of issuing debt rises with
the firms' past profitability. Overall, their study confirms previous findings that firms
are most likely to issue equity after experiencing a share price increase.
In a comprehensive study, Frank and Goyal (2004) investigate the importance of
many factors in the capital structure choice of publicly traded firms from 1950 to 2000.
They find that leverage increases with collateral, log of assets, expected inflation, and
median industry leverage and decreases with market-to-book ratio, profits, and
dividends.
An important strand of literature examines the valuation of real options when the
capital structure of the underlying project/firm is levered. In this vein, Mauer and
Triantis (1994) present a real option model of a flexible production plant with a capital
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structure changing over time as a consequence of an optimal dynamic financing policy.
They provide evidence that operating and financial flexibility are partial substitute.
However, they find no relationship between debt financing and investment policy.
Mauer and Ott (2000) study the influence of agency costs of debt on the optimal
investment policy according to the real options approach. The model taking into
account the benefits of debt and bankruptcy costs shows that equity holders postpone
investment in the growth options compared to the first best strategy of maximizing total
firm value. The difference in value is a measure of agency costs of underinvestment.
Mauer and Sarkar (2005) use a similar setting to Mauer and Ott (2000) and find that
equityholders have a strong incentive to overinvest which significantly decreases firm
value and optimal leverage and significantly increases the credit spread of risky debt. In
the same vein, Childs, Mauer, and Ott (2005) analyze the agency problems of debt on
the optimal investment policy for the firm’s growth options. They document that
partially financing the firm growth options with debt could encourage management to
adopt an investment policy which maximize firm value rather than equity value. Stated
differently, the agency cost of underinvestment is reduced when investments is financed
with debt. They also provide evidence that financial flexibility encourages the firm to
choose short-term debt and hence reducing the agency costs of under- and
overinvestment. Leỏn, Gamba, and Sick (2003) study the influence of debt financing on
both the value of real options and on the investment policy. The main result from their
analysis is that a higher leverage increases the value of the option to delay investment
and increases the likelihood of investing, hence reducing the time-value of the option to
delay investment. Likewise, Hackbarth (2004) investigates the interactions between
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financing and investment decisions in the presence of managerial optimism and
overconfidence. He integrates an earnings-based capital structure model into a real
option framework. He shows that the framework is consistent with a negative
association between leverage and investment opportunities.
B.3.3. Studies on Other Countries
There are few studies that attempted to validate capital structure theories using
international data. The works of Stonehill and Stitzel (1969), Remmers, Stonehill,
Wright, and Beekhuisen (1974), and Toy, Stonehill, Remmers, Wright and Beekhuisen
(1974), may be regarded as the first empirical studies that investigated directly capital
structure choice using international data. The combined evidence in these studies
suggests that the home country of a corporation is a significant determinant of capital
structure. Conflicting evidence is reported regarding the impact of other variables,
including risk, growth, industry, and firm size. Aggarwal (1981) analyzes the capital
structure of the 500 largest European corporations and report evidence suggesting
industry and home country as the most significant determinants of corporate leverage.
Errunza (1979) and Aggarwal and Baliga (1987) report similar results for corporations
from Latin American countries. In a recent paper, Aggarwal (1991) examines capital
structure differences among large Asian corporations and suggests that country and
industry classifications are important determinants of capital structure. For the UK,
Marsh (1982) analyzes the choice of financing instruments and find company debt level
to be influenced by market conditions and historical security prices. Specifically, using
a logit model, Marsh provides evidence that UK firms are more likely to issue debt
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(equity) when they expect other firms to issue debt (equity) and more likely to issue
equity if the previous share return exceeds that of the risk-adjusted market portfolio.
Furthermore, his results suggest that the likelihood of issuing debt and equity in the UK
is a function of the deviation of the debt ratio from its target level. In particular, his
study reports that firms are more likely to issue debt if their current long term debt is
below a target measured by the average of the previous 10 years. The paper also
provides evidence that long-term target debt levels are influenced by operating risk,
company size, and asset compositions.
Another study that examines the determinants of capital structure for the UK is
Ozkan (2001). In this paper, Ozkan extends the empirical research on this topic by
focusing on the dynamics of capital structure decisions and the nature of adjustment
process. The innovation in this paper is the use of a much stronger estimation technique
which is panel data and GMM which help control for endogeneity. The endogeneity
problem arises because observable as well as unobservable shocks affecting capital
structure are also likely to affect some of other firm specific characteristics like market
value of equity. The use of panel data and GMM help mitigates this problem by
including firm-specific effects and time dummies. He documents that firms have target
debt ratios and they adjust to the target ratio relatively fast. Another major finding is
that liquidity and profitability are negatively associated with the debt level whereas there
is a positive association between past profitability and leverage. Other empirical work
on capital structure for the UK include Bennett and Donnelly (1993), Lasfer (1995a),
and Walsh and Ryan (1997). Bennett and Donnelly (1993) examine the determinants of
capital structure for non-financial UK firms and report evidence that NDTS, asset
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structure, size and profitability have a significant impact on the choice of capital
structure. Lasfer (1995a) examines the impact of the corporation tax and agency costs
on the firm’s capital structure choice by exploiting both the cross-sectional and time-
series variations in the capital structure of firms. His results suggest that firms that are
more likely to have free cash flow problems borrow less and firms with fewer growth
opportunities have more debt. He also provides evidence that corporate tax is not an
important determinant of firm’s capital structure decision in the short run. In contrast,
Walsh and Ryan (1997) examine a binomial choice model based upon observed debt and
equity issues. Their results suggest that agency and tax considerations are important in
firm’s capital structure choice in the UK.
In the same vein, Bhaduri (2002) investigates capital structure of Indian firms
where he addresses the measurement problem that arises due to the unobservable nature
of the attributes affecting the optimal capital structure. Similar to previous studies,
Bhaduri documents that the optimal capital structure is determined by size, cash flow,
growth, and product and industry characteristics. For Australia, Chiarella, Pham, Sim,
and Tan (1992) use a sample of 226 firms from 1977 to 1985. They report evidence
consistent with the DeAngelo and Masulis (1980) theory that firms with NDTS can use
them as substitutes for interest tax shields. They also find a significant negative
association between profitability and debt which is in line with the pecking order
hypothesis. More recently, Akhtar (2005) examines capital structure of Australian
multinational and domestic corporations from 1992 to 2001. He documents that the
level of leverage does not differ significantly between multinational and domestic firms.
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Using data from Switzerland, Drobetz and Fix (2005) test leverage predictions of
the tradeoff and the pecking order model. They document that more profitable firms
utilize less leverage which is consistent with the pecking order theory. They also find
that firms with more investment opportunities have less leverage which is consistent
with both the tradeoff model and a complex version of the pecking order theory. Chen
(2004) examines the determinants of capital structure of Chinese-listed firms using panel
data. He reports evidence that neither the tradeoff theory nor the packing order model
has robust explanatory power in explaining capital structure of Chinese firms. For the
same country, Tong and Green (2005) test the pecking order theories using a cross-
section of the largest companies in China. They find a significant negative association
between leverage and profitability. They conclude that the pecking order theory
explains the capital structure of Chinese listed companies better than the tradeoff theory.
Chang et al. (2006) examine whether Japanese firms time the market by
scheduling their equity issuances at times when the stock prices are high. They report
evidence consistent with equity market timing. They also find that keiretsu firms time
the market more than non-keiretsu firms.
There are few studies focusing on cross-country analysis, although Singh and
Hamid (1992) is a notable exception. They used data from nine developing countries
from various locations over the world for the period 1980-1988. They show debt to be
positively correlated with firm size and negatively related to growth and profitability.
They also document that firms in developing countries follow an exact reverse of the
pecking order theory. Singh (1995) extends the data in the original paper to include
more firms and one more developing country. He documents that external equity is the
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major source of financing for developing countries. By contrast, developed countries
use external equity to finance mergers. Furthermore, he shows that the conclusion of
Singh and Hamid are robust to the inclusion of the new data.
Though Singh and Hamid (1992) are among the first to focus on cross country
analysis on the developing countries, the first study to publish an international
comparison on determinants of capital structure in one of the leading finance journals is
Rajan and Zingales (1995). They analyze financing patterns and examine the
determinants of capital structure in the G-7 countries. The determinants are the four
year (1987-1990) averages of fixed assets scaled by total assets as a measure of
tangibility, the logarithm of sales as a size proxy, the market to book ratio, and a
measure of profitability. The countries involved in the study are the US (2079) firms,
Canada (175) firms, France (117), the United Kingdom (552) firms, Japan (316) firms,
Italy (96) firms, and Germany (175) firms. In an effort to test the robustness of capital
structure models developed with US data, they observe that all countries have
approximately the same level of debt, but the UK and Germany appeared to have the
lowest debt level. When examining external financing patterns (debt vs. equity) they
also could not find any differences between market based and bank based countries.
Rajan and Zingales (1995) find that factors correlated with leverage in the U.S appear to
be similarly correlated in other industrialized countries. Specifically, there is a negative
association between the debt level and growth and profitability and a positive
association with size and tangible assets.
Wald (1999) examines capital structure in the US, Germany, France, and the UK,
and provides evidence that differences in tax policies and agency problems explain
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differences across countries. The results suggest links between capital structure
decisions and legal and institutional differences. Demirgüç-Kunt and Maksimovic
(1999) test firm debt maturity in 30 countries during the period 1980-1991. Their results
suggest that large firms in countries with active markets have more long-term debt,
whereas small firms in countries with large banking sectors tend to have longer maturity
debt.
In the same vein, Antoniou, Guney, and Paudyal (2002) analyze the determinants
of capital structure of French, German, and British firms using panel data. They find
that leverage ratios are positively related to the size of the firm and negatively related to
the market-to-book ratio, term-structure of interest rates, and share price performance in
all sample countries. However, they document that fixed-assets ratio, equity risk
premium, profitability, and effective tax rates have different degree and direction of
influence on leverage across the sample countries.
While these studies deal with developed countries, Booth et al. (2001) extend the
international study of capital structure determinants to ten developing countries. In this
study, they assess whether capital structure choices is portable across countries with
different institutional structures. They provide evidence that the factors that are relevant
in explaining capital structures choice in developed countries are also relevant in
developing countries. On the other hand, there are systematic differences in the way this
factors work across countries, which suggests that country-specific factors are major
determinants of capital structure in emerging markets. These country-specific factors
include institutional framework, legal and accounting practices, financial development,
and the macroeconomic environment. Similar to Rajan and Zingales (1995), they report
289
that leverage is positively associated with tangible assets and firm size, but negatively
related to profitability. However, the signs on some of the coefficients, particularly
business risk and market-to-book ratio are, sometimes the opposite of what we would
expect. They explain that by the high dependence of firms in developing countries on
short-term debt and trade credit, which have different determinants than long-term debt.
Furthermore, they point out that empirically distinguishing between the tradeoff and
pecking order theories has proven difficult because variables that describe one model
can also be classified as other model variables. Partly because of this, many recent
empirical studies have engaged cross-sectional tests and a variety of factors that can be
justified using any of these two models.
Recently, Deesomask et al. (2004) examine the determinants of capital structure
of firms in four Asia-Pacific countries namely, Thailand, Malaysia, Singapore, and
Australia. They find that the capital structure choice is not only the product of a firm’s
own characteristics but also the results of legal framework and institutional environment
of the countries where they operate. Using a sample from 39 countries, Fan, Titman,
and Twite (2004) provide evidence that country-specific factors have a strong influence
on firm’s capital structure decision. In a similar vein, Song and Philippatos (2004) study
capital structure using data from 30 OECD countries and document that most cross-
sectional deviations in capital structure are caused by heterogeneities of firm, industry,
and country-specific factors. De Jong et al. (2005) examine the importance of firm-
specific and country-specific factors in explaining capital structure using a larger sample
from 42 countries for a period from 1997 to 2001. Their sample comprises of 11,819
firms (59,095 firm-year observations). They document across a large number of
290
countries that the influence of risk, firm size, tangibility, profitability, and growth are
significant and in line with the extant capital structure models. They also show that
country-specific variables have a strong impact on firm’s capital structure. In the same
vein, De Hass and Peeters (2006) investigate the capital structure dynamics of Central
and Eastern European firms and find that profitability and age are the most robust
determinants of capital structure.
Using survey data, Brounen, Jong, and Koedijk (2004) compare managerial
views from four European countries (UK, The Netherlands, Germany, and France) on
the theory and practice of corporate finance. They document that firm size is the most
important determinant of capital structure and national differences play only a minor
role in explaining cross-sectional variations of capital structure. Using a larger sample,
Bancel and Mittoo (2004) investigate the determinants of capital structure in 16
European countries. They follow the same approach in Graham and Harvey (2001).
They provide evidence that financial flexibility and earnings per share dilution are the
most important determinants in issuing debt and equity, respectively. They also find that
managers use “window of opportunity” to raise capital.
291
Appendix C
Variable Definitions
The next section presents the definitions of variables used in Chapter 2.
Dt: The sum of current liabilities and long-term liabilities.
Et: Market Value, the number of shares outstanding multiplied by the closing price at the
end of the fiscal year.
Assets: the sum of current assets and long-term assets.
tADR : Actual Debt Ratio: )( ttt EDD +
kttIDR +, : Implied Debt Ratio: )]1([ , kttttt xEDD ++⋅+
kttx +, : Stock returns without dividends, from “Share-Holding Guide of MSM Listed
Companies”
kttr +, : Stock returns with dividends, from “Share-Holding Guide of MSM Listed
Companies”
kttTDNI +, : Difference in total debt value: tkt DD −+ .
kttENI +, : Difference in total equity value without return and dividend effects:
).1( ,, ktttktt xEE ++ +⋅−
tkttkttktt ExrDiv ⋅− +++ )(: ,,,
Government Ownership: Percentage of government ownership as obtained from
“Share-Holding Guide of MSM Listed Companies”
Signaling, Dividends: dividend payment divided by net income. Winsorized at 2% and
98%.
292
Interest coverage: earnings before interest and tax divided by interest expense.
Winsorized at 2% and 98%.
Profitability, Assets: operating income divided by total assets. Winsorized at 2% and
98%.
Profitability, Return on Assets: earnings after tax dividend by total assets. Winsorized
at 2% and 98%.
Profitability, Sales: operating income divided by sales. Winsorized at 2% and 98%.
Profitability Changes: Profitability divided by sales, an average from t to t+k, minus
profitability divided by sales at t-2. Not winsorized.
Tangibility: property, plant, and equipment, divided by total assets. Winsorized at 2%
and 98%.
Size, Sales: log of sales. Not winsorized.
Size, Assets: log of total assets. Not winsorized.
Non-debt Tax Shields: depreciation expense dividend by total assets. Winsorized at
2% and 98%.
Growth: book-to-market ratio; book value of equity divided by market value.
Winsorized at 2% and 98%.
Log Equity Volatility: standard deviation of returns, timed from t-1 to t. Logged, not
winsorized.
Log Firm Volatility: Equity Volatility multiplied by )/( ttt DEE + . Logged, not
winsorized.
Soft Loans: a dummy of 1 if the firm receives a subsidy, and zero otherwise.
Tax: Total income tax dividend by the sum of earnings and income tax.
293
Industry Deviation: ADR of a firm minus the ADR average of the sector.
Liquidity: current assets dividend by current liabilities.
Future Stock Return Reversal: stock return from t+k multiplied by stock returns from
t+k, t+2k. Not winsorized.
294
Appendix D
Robustness of the Results
We conduct extensive robustness checks to investigate the extent to which our
results are sensitive to changes in parameter values and estimation procedure. First,
using means rather than median in Table 2.2 does not change the results. Second,
pooling all firm-years in one regression in Table 2.3 gives virtually identical results. For
example, a 1-year pooled regression has coefficients of 8.73%, 13.03%, and 71.32%
instead of 9.2%, 15.0%, and 68.3% in F-M regression. Similarly, the 5-year pooled
regression has coefficients of 21.56%, 7.79%, and 53.86% instead of 21.1%, 13.4%, and
48.3% in F-M regressions. Furthermore, we estimate equation (2.3) using the system
GMM and find similar results to the F-M. In particular, the GMM regression has a
coefficient of 67.43% on IDR and a coefficient of 12.44% on ADR. Using the fixed
effects lowers the ADR coefficient to -7.96% and the IDR to 60.33%. Moreover, we
estimate the model using random effects which results in coefficients very similar to the
F-M. Specifically, random effects regression has a coefficient of 10.32% on ADR
whereas the coefficient on IDR is 70.02%. In all cases, coefficients on IDR remains to
exert more influence on firms debt ratios. This suggests that our results are robust to
different estimation methods.
To check for multicollinearity, we estimate equation (2.3) and compute the
variance inflation factors for the independent variables for years one through five.121
We find that in all cases, the VIFs are less than the standard cutoff value of ten,
121 Professor Tom Smith suggested checking for multicollinearity in Table 2.3 in the 18th PhD Conference of Economics and Business at the University of Western Australia.
295
indicating that multicollinearity does not appear to be a significant factor. In essence,
the average VIFs for the one year is 6.44, 6.19 for the two years, 5.72 for the three years,
5.08 for the four years, and 2.07 for the five years. It is worth noting that the average
VIFs declines as the horizon increases.
Third, as we show in Table 2.4, using different definitions of debt such as short-
term and long-term does not alter our conclusions. Fourth, the results in Table 2.7 are
robust to the use of bank debt (Table 2.8). Fifth, we examine whether Leary and Roberts
argument that the persistent effects of shocks on leverage documented in previous
studies are due to adjustment costs. We find evidence that adjustment costs are unlikely
to be the main reason behind our results (Table 2.5). Finally, we employ Flannery and
Rangan partial adjustment model and we estimate it using F-M, fixed effects, and the
system GMM. We find that our results are robust to these methods (Table 2.9). Overall,
the findings of this chapter appear to be quite robust to changes in firm specific
parameters and changes in estimation procedure.
296
Appendix E Table E1. Correlation Matrix and Variance Inflation Factors (VIF) for the Explanatory Variables. We present the correlation matrix and the VIFs for the explanatory variables. Panel A presents the correlation matrix and VIFs for the non-financial firms while Panel B describes them for financial firms. Panel A: Non-Financial Firms Variables PROFIT LOGS DR STOCKS DROI GOVOWN AGE TANG MB PROFIT 1 LOGS 0.1797 1 DR -0.0643 -0.0838 1 STOCKS -0.0246 0.3449 -0.0271 1 DROI 0.0620 -0.0466 0.1387 0.0140 1 GOVOWN -0.0224 0.2182 -0.0706 0.2539 -0.0540 1 AGE 0.0439 0.3214 -0.1291 -0.0358 -0.0218 0.1821 1 TANG -0.1673 0.0085 0.2003 0.0103 0.0535 0.0572 0.0029 1 MB 0.0093 -0.0349 -0.0899 -0.0418 0.0094 -0.0186 -0.0387 -0.0954 1 VIF 1.09 1.37 1.09 1.24 1.03 1.13 1.19 1.08 1.02 Panel B: Financial Firms PROFIT 1 LOGS 0.2107 1 DR 0.0182 0.3089 1 STOCKS 0.0989 0.3206 0.0306 1 DROI -0.1171 -0.1292 -0.051 -0.0841 1 GOVOWN 0.1163 0.1856 0.0805 0.123 -0.0416 1 AGE 0.0187 0.4891 0.2511 -0.0358 -0.0581 0.2209 1 TANG -0.1092 -0.0831 -0.0679 -0.0643 0.1622 -0.0576 -0.1547 1 MB 0.0931 0.047 -0.1135 -0.0556 -0.0525 0.0398 0.0447 -0.0528 1 VIF 1.09 1.73 1.15 1.21 1.05 1.08 1.5 1.07 1.04 Note: Variables are defined in Table 5.1.
297
Table E2. Random Effects Tobit Regressions for the Determinants of Dividend Policy of Non-Financial Firms. We estimate random effects tobit regressions for all non-financial firms listed at the MSM during 1989-2004. The dependent variable is the dividend yield. The explanatory variables are the profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB). The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -0.5523*** -6.3207 PROFIT 0.0451* 1.7128 LOGS 0.1101*** 7.1093 DR -0.0592*** -2.8584 STOCKS -0.0811 -1.6218 DROI -0.3568*** -4.4148 GOVOWN 0.0026*** 4.3295 AGE 0.0018* 1.6841 TANG -0.0054 -0.4027 MB 0.0004 0.2678 No of Observations 1,057 Log Likelihood -12.7022 Wald Test [χ2 (9)]a 111.1700 P-value 0.0000 *, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
298
Table E3. Random Effects Tobit Regression for the Determinants of Dividend Policy of Financial Firms. We estimate random effects tobit regressions for all financial firms listed at the MSM during 1989-2004. The dependent variable is the dividend yield. The explanatory variables are the profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB). The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -0.2581*** -3.9052 PROFIT 0.1674*** 2.8308 LOGS 0.0399*** 3.5202 DR -0.0007 -0.1124 STOCKS -0.0067 -0.4985 DROI -0.2120*** -2.6252 GOVOWN 0.0005 0.7937 AGE 0.0011 0.9637 TANG -0.0852 -1.4891 MB -0.0004 -0.1677 No of Observations 413 Log Likelihood 83.3073 Wald Test [χ2 (9)]a 42.9500 P-value 0.0000 *, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
299
Table E4. Random Effects Probit Regressions to Explain Which Non-Financial Firms Pay Dividends We estimate random effects probit regressions for all non-financial firms listed at the MSM during 1989-2004. The dependent variable is a binary variable that equals to one if the firm pays dividends and zero otherwise. The explanatory variables are the profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB). The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -6.7192*** -5.6862 PROFIT 0.3549* 1.9290 LOGS 1.0500*** 5.6932 DR -0.8512*** -3.7117 STOCKS -0.1131 -0.4795 DROI -4.4563*** -5.1213 GOVOWN 0.0146* 1.8100 AGE 0.0047* 1.7322 TANG -0.0891 -0.6654 MB 0.0042 0.2721 No of Observations 1,057 Log Likelihood -456.3822 Wald Test [χ2 (9)]a 81.1500 P-value 0.0000
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
300
Table E5. Random Effects Probit Regressions to Explain Which Financial Firms Pay Dividends We estimate random effects probit regressions for all financial firms listed at the MSM during 1989-2004. The dependent variable is a binary variable that equals to one if the firm pays dividends and zero otherwise. The explanatory variables are the profitability (PROFIT), firm size (LOGS), leverage (DR), agency costs (STOCKS), business risk (DROI), government ownership (GOVOWN), maturity of the firm (AGE), tangibility (TANG), and growth opportunities (MB). The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -3.1145*** -3.1482 PROFIT 1.7306** 2.3110 LOGS 0.5226*** 3.1692 DR 0.1237 1.1326 STOCKS -0.1064 -0.4932 DROI -2.3128** -2.4375 GOVOWN 0.0162 1.3668 AGE -0.0105 -0.5576 TANG -1.4631 -1.5621 MB 0.0053 0.1719 No of Observations 413 Log Likelihood -214.4981 Wald Test [χ2 (9)]a 35.8700 P-value 0.0000
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
301
Table E6. Random Effects Tobit Regression of Lintner Model Estimates for Non-Financial Firms We estimate random effects tobit regression for all non-financial firms listed at the MSM over the period 1989-2004. The dependent variable is the dividend per share. The explanatory variables are the lagged DPS and the current EPS. The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -0.5660*** -8.8758 DPS-1 0.5494*** 9.7673 EPS 0.1214*** 4.1149 No of Observations 969 Log Likelihood -541.0625 Wald Test [χ2 (2)]a 109.7100 P-value 0.0000
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom. Table E7. Random Effects Tobit Regression of Lintner Model Estimates for Financial Firms We estimate random effects tobit regression for all financial firms listed at the MSM over the period 1989-2004. The dependent variable is the dividend per share. The explanatory variables are the lagged DPS and the current EPS. The table shows the variable, their coefficients, and their corresponding t-statistics. Variable Coefficient T-Statistic C -0.1962*** -5.9653 DPS-1 0.0398** 1.9625 EPS 0.5293*** 48.4472 Observations 377 Log Likelihood -125.8128 Wald Test [χ2 (2)]a 2351.4700 P-value 0.0000
*, **, and *** represents significance at the 10, 5, 1 percent levels, respectively. a The number in parenthesis is the degrees of freedom.
302
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