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OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Transportation Infrastructure, IndustrialProductivity and ROI
Jeff EloffOleg A. Smirnov
Peter S. Lindquist
Mid-Continent Transportation Research ForumSeptember 6, 2012
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Contents
1 IntroductionWhy public infrastructure?Current Conditions
2 LiteratureCurrent MethodologiesGeographic ScalePublic Capital CreationTypesPublic Capital
3 Data, Methods and SoftwareData
MethodologySoftware
4 Theory, Models and ResultsProfit Margin
Profit Margin Model Results
Aggregate ProductionFunction
Aggregate ProductionFunction Results
Analytical Cost FunctionCost Function Results
5 Conclusions
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Why public infrastructure?Current Conditions
Why Public Infrastructure?
The Importance of Public Infrastructure:
1 Quality of Life
2 Productivity of Business
3 Economic Growth
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Why public infrastructure?Current Conditions
US Transportation Conditions
How are we doing?
25th compared to other OECD nations in terms of quality
Traffic Congestion worse than Western Europe
Road fatality rate 60% above OECD average
33,000 Americans in 2010
Airport delays increasing problem
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Why public infrastructure?Current Conditions
US Transportation Infrastructure Investment Trends
Investment trends...
Total expenditures have fallen steadily over the last 60 years
From ∼ 5% in the 1960’s to 2.4% of GDP today
Europe invests ∼ 5%
China: 9%
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Why public infrastructure?Current Conditions
Investing and Maintaining
US spends more than twice per person as Britain on newconstruction
Spend 25% less on maintainence
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Why public infrastructure?Current Conditions
Our Future
Additional $20 billion needed per year to maintain currentsystem!
Census Bureau projects population growth of 40% over thenext 40 years!
In real terms, spending fell an average of 1.6% per year from2003 to 2007.
Need for more methods and approaches to better guideinvestment decision making.
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Current MethodologiesGeographic ScalePublic Capital Creation TypesPublic Capital
Literature
Much work has been done!
Starting with Aschauer [1] in 1989
Many followers – a bit of a methodological debate
Three main classifications of the literature readily emerge:1 Methodology2 Scale3 Way in which Public Capital is measured and defined
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Current MethodologiesGeographic ScalePublic Capital Creation TypesPublic Capital
Methodological Divisions
Three major methodological branches:1 Production
Outputs vs inputs, with inclusion of public capital
2 Cost
Dual also take public capital as exogenous, but a determinantof costs
3 VAR
Essentially reduced form models of production, demand andpolicy functionsEasy to mis-specify, fail to identify external shocks to systemNot directly comparable to other models
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Current MethodologiesGeographic ScalePublic Capital Creation TypesPublic Capital
Scale Divisions
Many studies vary the scale of analysis:
International
National
Regional
Sectoral
Hypothesized that the magnitude and significance of the results ofpublic capital impacts on productivity vary based upon the level of[geographic] aggregation due to the presence of spatial spilloversbeing captured in the data.
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Current MethodologiesGeographic ScalePublic Capital Creation TypesPublic Capital
Public Capital Measures
The way in which the literature classifies public capital variesgreatly depending upon the study
Highway spending
Public Investment
Net Stock of non-military capital
And many more
Common to nearly all is the conversion of the expenditure data(flows) into capital stocks by means of PIM.This necessitates:
1 Gross Investment
2 Initial Benchmark
3 Depreciation Rates
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Current MethodologiesGeographic ScalePublic Capital Creation TypesPublic Capital
Our Goal
Aim to uncover which geographic areas, when invested in, willprove most beneficial to industry.
Determine magnitude and extent of benefits to manufacturingindustry that arise from investments in transportationinfrastructure.
Interested in spatial variation of benefits.
Benefits to industry in terms of:
Profit MarginsOutputIndustry Costs
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Current MethodologiesGeographic ScalePublic Capital Creation TypesPublic Capital
Public Infrastructure Defined:
Sum of annual State and Local Government expenditures on:
1 Streets
2 Waterports
3 Airports
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
DataMethodologySoftware
Data
Two Major Sources:
Annual Survey of Manufactures (ASM) Geographic AreaStatistics
NAICS 31-33 Data from 1997-2010Industry Structure
Government Finance Series
Annual Transportation Expenditures by State and LocalGovernments
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
DataMethodologySoftware
Methodology
We estimate two spatial econometric models:1 Profit Margin Model
Spatial Error Panel Model via KKP’s GMM routine
2 Production Function Model
Elhorst’s Maximum Likelihood Spatial Lag Panel Model
And combine the results of each to analyze Cost...
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
DataMethodologySoftware
Software
Estimation for each:
Profit Margin estimation – Python 2.7
Production Function Model – MATLAB R2011b
Visual Representation – ArcGIS 9.3.1
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Profit Maximizers
We assume that all firms engaging in the industry areprofit-maximizers.
A profit-maximizing firm chooses the level of inputs andoutputs in such a way that maximize economic profit.
This is to say that any given firm partaking in the marketstrives to make decisions in such a way that cause theseparation between total revenue (TR) and total costs (TC) todiverge as far as is possible given current available technology.
Since industrial activity takes place in space we expect thatthere exist some market interactions, agglomerations and thusthat the data contains temporal correlation, spatialdependence and spatial spillovers.
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Profit Margin Model
Therefore, the model takes the form:
πi ,t = α + β1 ¯empi ,t + β2lnPL,i ,t + β3lnPM,i ,t + β4σPFuel,t+
β5PFuel ,t + β6lnKi ,t + β7lnGi ,t + β8lnGi ,t + ui ,t
ui ,t = ρ(IT ⊗WN)ui ,t + εi ,t (1)
εi ,t = (eT ⊗ IN)µi + νt
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Profit Margin Model Variables
where:
πi ,t is defined as 1− totalcosttotalrevenue
¯empi ,t is state i ∈ N’s average firm size
PL,i ,t and PM,i ,t are labor and materials prices
σPFuel ,t is the average annual standard deviation of nationalweekly average fuel prices
PFuel ,t is the national annual average retail gasoline price
Ki ,t is private capital expenditures
Gi ,t represents the sum of transportation capital expenditures
and Gi ,t represents the spatial lag of these transportationexpenditures.
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
TABLE 1: Profit Function Estimation ResultsVariable Coefficient Std-Error P-Value Elasticity
α -0.39205 0.13899 0.00493* -1.13401¯firmsize -0.00145 0.00046 0.00159* -0.17971
ln(PL) 0.11827 0.01589 0.00000* 1.59916ln(PM) 0.02461 0.01554 0.11385 0.07380σPFuel
0.00249 0.00325 0.44225 -0.02799¯PFuel -0.05433 0.00765 0.00000* -0.29839
ln(K) -0.01404 0.00369 0.00016* -0.57316ln(G) 0.01879 0.00709 0.00825* 0.41529ln(G ) 0.04915 0.01183 0.00003* 1.12499
ρ 0.42818
R2 0.85708
Breusch-Pagan LM-Statistic 2.77e−10
Chi-Squared Probability 0.99Degrees of Freedom 8
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Own State Public Capital Elasticities
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Neighboring State Investment Benefits
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Production Function Model
We estimate a production function as it allows us to examine therelationship between inputs and outputs:
lnYi ,t = α + ρWlnYi ,t + β1lnGi ,t + β2lnGi ,t + β3lnKi ,t +β4lnPL,i ,t + β5tlnPL,i ,t + β6D06 + εi ,t
εi ,t = µi + νt (2)
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Table 2: Production Function Estimation ResultsVariable Coefficient P-Value
α 0.04264 0.00000*lnG 0.20765 0.00000*lnG 0.46304 0.00000*lnK 0.05184 0.00000*
lnPL 0.77131 0.00000*tlnPL -0.00033 0.25440
D06 0.03464 0.07511ρ 0.45398 0.00000*
R2 .9868
Breusch-Pagan LM-Statistic 1.8610Chi-Squared Probability 0.9320
Degrees of Freedom 6
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Figure : Theme barsJeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Figure : Theme AntibesJeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Cost Function
Traditionally examined in a [dual] cost based framework
Substituting the profit margin and production functions intothis expression yields:
πi,t = 1− TCi,t
Yi,t
TCi,t = Yi,t − Yi,t × πi,t
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Cost Function Results
Assume 1 percent increase in own state public capital
Y ↑ 0.20765 (Table 2)π ↑ 0.01879 (Table 1)
TC = -0.20374
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Neighboring Public Capital on Cost
Assume 1 percent increase to Neighboring State PublicCapital:
Y ↑ 0.46304 (Table 2)π ↑ 0.04915 (Table 1)
TC = −0.44
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Profit MarginAggregate Production FunctionAnalytical Cost Function
Cost Function
An Increase in G or G benefits both Output and ProfitMargins
G ≈ Twice the Effect of Own State Expenditures
Neighboring Capital is ‘free’
Out-Of-State Users Do Not Pay Taxes for Neighboring StateExpenditures
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Conclusions
Public Capital Significant
Reduces MFG Production Costs
Increases Profit Margins
Significant Spatial Spillovers
Appear to be increasing over time
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Sources
[1]Aschauer, D. (1989). ”Is public expenditure productive?”.Journal of Monetary Economics, Vol. 23, No. 2, pp. 177–200.
[2]Treasury, Dept of (2010). Economic Analysis of InfrastructureInvestment.
[3]Baird, Brian A. (2005). Public Infrastructure and EconomicProductivity A Transportation-Focused Review. TransportationResearch Record, 1932, 54–60.
[4]Pereira, A. M., & Andraz, J. M. (2010). On the economiceffects of public infrastructure investment: A survey of theinternational evidence. College of William and Mary: WorkingPaper Number 108.
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI
OutlineIntroduction
LiteratureData, Methods and SoftwareTheory, Models and Results
Conclusions
Questions? Comments?
Jeff Eloff Oleg A. Smirnov Peter S. Lindquist Transportation Infrastructure, Industrial Productivity and ROI