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Using Input Output Models for Policy Making

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Then how construct input-output coefficients? IO Analysis without the A-matrix ... TFP = FP EC = SR TT EC, where EC = -(du/dt)/u. The Canadian economy -0.1. 0.1 ... – PowerPoint PPT presentation

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Title: Using Input Output Models for Policy Making


1
Using Input Output Models for Policy Making
  • September 29-30, 2006
  •  
  • Thijs ten Raa
  • Tilburg University
  • the Netherlands
  • tenRaa_at_UvT.nl

2
Use and Make Matrices
  • uij represents the amount of commodity i used by
    industry j
  • vij represents the amount of commodity i made by
    industry j
  • vij - uij is the net output of commodity i
    produced by industry j
  • Summing over industries Gross Domestic Product
    (GDP)
  • Summing over commodities Gross Domestic Income
    (GDI)
  • Leontief Balans narodnogo khoziaistva SSSR
  • metodologicheskii razbor rabotii TSSU
  • Planovoe Khoziaistvo 12, 254-58 (1925)

3
Input-output coefficients
  • U AV e
  • Regress the inputs on the outputs
  • Estimate the coefficients, including their
    confidence intervals
  • Need at least as many observations (firms or
    industries) as commodities
  • Published use and make tables have less
    industries than commodities
  • Then how construct input-output coefficients?

4
IO Analysis without the A-matrix
  • Productivity analysis
  • Find potential output preserving the composition
    of final demand

5
The Lagrange multipliers
  • Tell by how much potential output increases if
    you add a unit to the factor constraint
  • Hence they are the factor productivities
  • Add over factors (Total) Frontier Productivity
    FP
  • Its growth rate can be seen to be equal to the
    residual between potential output growth and
    factor input growth
  • It can be decomposed in industry Solow Residuals
    plus the terms of trade effect FP SR TT
  • Total Factor Productivity growth TFP is the
    residual between actual output growth and factor
    input growth
  • TFP FP EC SR TT EC, where EC
    -(du/dt)/u

6
The Canadian economy

1962-1974 1974-1981 1981-1991
SR 1.7 -1.3 -0.3
TT 0.7 0.5 3.8
EC -0.6 0.9 -3.7
TFP 1.8 0.1 -0.1
7
Further IO Analysis without the A-matrix
  • Impact of free trade Comparative advantage and
    adjustment
  • Efficiency analysis of firms, industries and the
    national economy
  • Measurement of competition and its effect on
    performance
  • Neoclassical economists argue it is positive,
    Schumpeter argues it is negative. The evidence
    is insignificant.
  • IO Analysis decomposes departures from
    competition in labor rent and capital rent.
    Opposite effects!
  • ten Raa The Economics of Input-Output Analysis
  • Cambridge University Press 2005
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