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The distribution approach to the aggregation of production functions(*)

Published online by Cambridge University Press:  17 August 2016

Joan Muysken*
Affiliation:
University of Limburg
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Extract

We shall argue below that the distribution approach to the aggregation of production functions provides an useful framework to analyse the production structure of an economy and enhances our understanding of it. The distribution approach was initiated by Houthakker (1956), elaborated by Johansen (1972) and extented by Sato (1975). Apart from summarising the main features of the distribution approach developed by these authors in a consistent framework, we also add new insights. Some of these insights stem from our earlier research, e.g. the interpretation of the aggregate short-run production function and the estimation of the capacity distribution. However, the extension of the analysis to economy-wide aggregation has not been presented before. The same holds for the role capital plays according to the distribution approach in both the short-run and in the long-run production function.

An important feature of the distribution approach is that the production structure of an economy is seen as the result of both management decisions and technological possibilities. Moreover, the approach enables us to identify production units and their production functions at any desired micro level. As a consequence, the influence of technological change on the production structure can be analysed extensively. The same holds for changes in output prices and factor prices, through their influence on management decisions.

Type
Research Article
Copyright
Copyright © Université catholique de Louvain, Institut de recherches économiques et sociales 1987 

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Footnotes

(*)

The research for this paper started during a stay at the State University of New York at Buffalo, with financial support of the Netherlands Organization for the Advancement of Pure Research (Z.W.O.).

References

REFERENCES

Brown, M., The Measurement of Capital Aggregates : A Postreswitching Problem, in : Usher, (1980), pp. 377433.Google Scholar
Houthakker, H. S., The Pareto distribution and the Cobb-Douglas production function in activity analysis, Review of Economic Studies 23 (1956), pp. 2731.Google Scholar
Førsund, F.R., and Hjalmarsson, L., 1985, Analysis of industrial structure, a production function approach (forthcoming).Google Scholar
Hildenbrand, W., 1981, Short-run production functions based on microdata, Econometrica 49, 10951126.Google Scholar
Johansen, L., Production Functions, Amsterdam, 1972.Google Scholar
Muysken, J., Transformed beta-capacity distributions of production units, Economics Letters 11 (1983a), pp. 217221.Google Scholar
Muysken, J., Aggregation of putty-clay production functions, European Economic Review 22 (1983b), pp. 351362.Google Scholar
Muysken, J., Economy-wide aggregation of production functions, Discussion Paper 525, Suny-Buffalo, 1983c.Google Scholar
Muysken, J., Overhead labour and bounded substitutability, De Economist 132 (1984), pp. 440450.Google Scholar
Muysken, J., Representation and estimation of the capacity distribution : the case of the Swedish dairy industry, 1964–1973, in: Førsund, F.R., Hoel, M. and Lonora, S. (eds), Production, Multisectoral Growth and Planning, Amsterdam, 1985, pp. 4364.Google Scholar
Sato, K., Production functions and aggregation, Amsterdam, 1975.Google Scholar
Seierstad, A., The macro production funciton uniquely determines the capacity distribution of micro units, Economic Letters 7 (1981), p. 211214.Google Scholar
Usher, D., ed. The Measurement of Capital, Chicaco, 1980.Google Scholar