financial integration, financial deepness and global ... · financial integration, financial...
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![Page 1: Financial Integration, Financial Deepness and Global ... · Financial Integration, Financial Deepness and Global Imbalances, Presentation by Enrique G. Mendoza (University of Maryland,](https://reader033.vdocument.in/reader033/viewer/2022052100/6039ddd0421e3702a7391ec6/html5/thumbnails/1.jpg)
Financial Integration, Financial Deepness and Global Imbalances
Enrique G. MendozaUniversity of Maryland, IMF & NBER
Vincenzo QuadriniUniversity of Southern California, CEPR & NBER
José-Víctor Ríos-RullUniversity of Pennsylvania, CEPR & NBER
The views expressed in this paper are those of the author(s) only, and the presenceof them, or of links to them, on the IMF website does not imply that the IMF, its
Executive Board, or its management endorses or shares the views expressed in the paper.
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The enigma of global imbalances
U.S. net foreign assets falling steadily since 1983 to -8% of world GDP in 2006(U.S. CA hit historical low of -2% of world GDP in 2006)
U.S. net factor payments steady at 0.4-0.5% of U.S. GDP
FACT 1
FACT 2
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Economists’ views on global imbalances
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Our view and main findings
Financial liberalization in the 80s and 90s was a global phenomenon,….
…but financial development was not, even amongst large industrial countries
Liberalization in an environment with financial heterogeneity causes a secular decline in NFA, a persistent surplus in NFP, and CA deficits in the most financially developed country
Is this a benign outcome?No crisis, all solvency conditions hold…but less financially developed countries are worse off, and welfare costs are large and unevenly distributed
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What do we do?
Provide suggestive empirical evidence showing that:1. Imbalances emerged as financial integration started2. Large differences in fin. structures existed and have not changed3. External accounts negatively correlated with financial development
Develop open-economy Bewley model of savings & market incompleteness (Ayagari (94), Carroll (97), Huggett (93)) to ask:
Can financial heterogeneity explain Facts 1 & 2?Are the imbalances temporary and “sustainable”?Are policies aimed to reduce them desirable?
Similar to Willen (04) and Caballero et. al (06), but we emphasize demand side, uncertainty and financial integration
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Plan
1. Show empirical evidence
2. Describe Bewley model with financial heterogeneity and two forms of idiosyncratic risk (endowment, investment)
3. Examine three cases:a) Endowment risk only: Explains Fact 1 (large, persistent fall in NFA)b) Investment risks only: Explains Fact 2 (positive NFP)c) Both risks: Explains Facts 1 and 2
4. Study welfare implications
5. Conclude
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Net Foreign Assets as a Share of World GDP
-10
-9
-8
-7
-6
-5
-4
-3
-2
-1
0
1
2
3
4
5
1980
1981
1982
1983
1984
1985
1986
1987
1988
1989
1990
1991
1992
1993
1994
1995
1996
1997
1998
1999
2000
2001
2002
2003
2004
2005
2006
2007
US Emerging Asia Oil exporters Japan
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Current Account Balances as a Share of World GDP
-2
-1.5
-1
-0.5
0
0.5
1
1.5
1980
1981
1982
1983
1984
1985
1986
1987
1988
1989
1990
1991
1992
1993
1994
1995
1996
1997
1998
1999
2000
2001
2002
2003
2004
2005
2006
2007
US Emerging Asia Oil exporters Euro Area Japan Net
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U.S. current account & factor income balances
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Chinn-Ito financial openness index
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Aggregate Financial Index (1995 & 2004)
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1
Austra
liaAus
triaBelg
iumCan
ada
Denmark
Finlan
dFran
ceGerm
any
Greece Ita
lyJa
pan
Netherl
ands
Norway
Portug
alSpa
inSwed
en
United
Kingdo
mUnit
ed Stat
es
Inde
x
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1
1995 Relative to U.S. 2004 Relative to US1995 index 2004 index
Note: Aggregate financial index is an average of indexes that measure traditional bank intermediation, new financial intermediation, and financial markets characteristics (see Appendix 4.1 of IMF (2006) for details)
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New Financial Intermediation Index & Market Capitalization
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1
Australi
a
Canada
France
German
y
Italy
Japa
nNeth
erland
s
Spain
Sweden
United
Kingdo
mUnit
ed Stat
es
inde
x
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1
market capitalization 1995 index Relative to U.S. 2004 Index Relative to U.S.
1995 Index 2004 Index
Note: Market capitalization includes private equity and bond markets and is measured as a ratio to GDP. New Financial Intermediation Index is an average of indexes of non-bank financial intermediation (see Appendix 4.1 of IMF (2006) for details)
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Net exports and private sector credit
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External accounts and private sector credit
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Model: Preferences and stochastic shocksI countries, each with a continuum of agents maximizing:
Agents receive stochastic, idiosyncratic endowment wt
Productive asset in fixed supply and traded at price Pt
Each agent can use the asset in production:
zt+1 ≡ Idiosyncratic investment shockkt ≡ Asset used in productionMarkov transition probability for shocks s ≡ (w,z) is g(st, st+1)
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Model: Financial structure
Contingent claims deliver b(st+1) units of consumption goodsNo aggregate uncertainty: price of one unit of consumption contingent on st+1 is qt
i(st,st+1) = g(st,st+1)/(1+rti)
An individual agent’s wealth is:
Limited liability implies:
“Enforceability constraints” limit set of state contingent claims
φi characterizes financial structure for all residents regardless of where they own assets
φi =Φ≥1 implies complete markets, φi =0 allows only nsc assets
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Optimal contract with enforceability constraints
The enforceability constraints are derived endogenously from optimal credit contracts in an environment in which:
1. Endowments and output are observable but not verifiable
2. Agents can divert 1-φi of endowment and output
3. There is limited liability
Incentive compatibility requires:
and strict monotonicity of the value function implies then:
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Individual optimization problem
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EquilibriumGiven φi and an initial agent distribution Mt
i(s,k,b) for each country i∈{1,...,I}, a recursive equilibrium is defined by sequences of policy functions {cτi(s,a),kτi(s,a),bτi(s,a)(s′)}, value functions {Vτ
i(s,a)}, prices {Pτ
i,rτi,qτi(s,s′)}, and distributions {Mτi(s,k,b)}, for τ=t,…,∞, such that:
(i) Policy functions solve opt. problems with {Vτi(s,a)} as associated
value functions (ii) Prices satisfy qτi= g(s,s′)/(1+rτi)
(iii) {Mτi(s,k,b)} is consistent with Mt
i(s,k,b), {cτi(s,a),kτi(s,a),bτi(s,a)(s′)}, and g(s,s′)
(iv) Asset markets clear for all τ ≥ t under one of two conditions:AU: Under autarky, each i ∈{1,...,I} satisfies:
FI: Under financial integration:
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Case 1: Endowment shocks only(consistent with Fact 1 but not Fact 2)
φ=0
φ=Φ
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Case 1: Endowment shocks only
Proposition 1: Financial integration of two countries with φ1 = Φand φ2 = 0 implies that at steady state Country 1 features:1. Negative NFA, due to precautionary savings incentive in C. 2 2. Zero foreign prod. asset holdings, due to arbitrage of riskless return3. An interest rate lower than 1/β, otherwise C. 2’s NFA goes to ∞
Results generalize for any (φ1,φ2) such that 0 ≤ φ2 < φ1 ≤ Φφ2 < φ1 (weaker enforcement in Country 2) lowers NFA in Country 1 and yields equilibrium interest rate below Country 1’ autarky rate
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Case 1: Closed-economy equilibrium
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Case 1: Equilibria under Autarky & financial integration
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Case 1: Calibration for quantitative analysis
Discount factor: β = 0.94
CRRA coefficient: σ = 2.5
Endowment process (earnings process from Aiyagari, 94):
Production:
Financial structure: φ1 = 0.6 φ2 = 1
Country 1 is 40% “more developed” than Country 2 in line with IMF (2006) financial markets index (U.S. v. average)
(1 )
0.85 0.5, ( , ) 0.75
w
w
w w
w g w w
= ± ∆
′= ∆ = =
0.75, 0.15
y zk
y zk
ν
νν
=
= = =
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Case 1: Steady state equilibrium
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Case 1: Transitional dynamics
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Case 2: Production shocks only(consistent with Fact 2 but not Fact 1)
φ=0
φ=Φ
z is i.i.d. with deviations from mean of a factor of 4
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Case 2: Two-country implicationsProposition 2: Suppose φ1 = Φ and φ2 = 0. In the steady state with financial integration, Country 1 has negative NFA, a positive position in foreign productive assets, and faces an interest rate lower than (a) 1/β and (b) the mean return on foreign productive assets
Country 2 agents demand higher premium on asset returns because of imperfect insurance, Country 1 agents buy assets in Country 2Equity premium implies interest rate lower than risky returns
Countries with deeper financial markets invest in foreign (high return) assets and finance the investment with debt.
Results do not generalize for any 0 ≤ φ2 < φ1 ≤ ΦIf φ2 < φ1 < Φ, Country 1 still buys some of Country 2’s risky asset, but by taking more risk it can stimulate enough precautionary savings to make its foreign borrowing smaller than the value of risky assets held abroad.
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Case 2: Steady state equilibrium
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Case 3: Production & endowment shocks(consistent with Facts 1 & 2)
Steady state equilibrium
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Transitional dynamics
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Transitional dynamics
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Welfare analysis
Compensated variation in each agent’s consumption that makes them indifferent relative to autarky case
Includes transitional dynamicsWelfare effects vary with net worth & shocks
Mean welfare effects at constant weights:Case 1 Case 2 Case 3
Country 1 0.88% 0.42% 1.41%Country 2 -1.16% -0.25% -1.25%
Financial heterogeneity akin to initial savings distortion that differs across countries
Fall in interest rate and wealth redistribution favor net debtorSimilar to beggar-thy-neighbor argument on taxes on capital flows but due to market incompleteness, not strategic planner
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Welfare effects of financial integration
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Welfare effects of financial integration
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Conclusions
Integration of heterogeneous capital markets can explain the two key facts of global imbalances
Quantitative patterns predicted by the model are broadly in linewith suggestive empirical evidence
An argument for sequencing: “micro” reforms affecting enforceability problems before liberalization, or use “macro”liberalization as mechanism to facilitate “micro” reforms
Extensions: aggregate uncertainty (Asian investment shock, oil exporters)gradual liberalizationthree countries (Asia holds T-bills, US holds European equities)