Abstract
Nonparametric techniques have recently come into vogue in agricultural economics: Applications abound in both consumer and producer models of the agricultural economy. Moreover, several distinct approaches to nonparametric analysis exist. There are nonparametric statistical techniques, semiparametric estimation techniques, nonparametric revealed-preference analysis of consumption data, and nonparametric analysis of production data. Both revealed-preference analysis and nonparametric analysis of production data rely on the basic fact, which provides the foundation for much of modern duality theory, that convex sets can be completely characterized by their supporting hyperplanes. This observation allows one to apply simple mathematical programming (in particular, linear programming) methods to analyze production and consumption data. My task today is to provide an overview of nonparametric programming approaches to production data. Thus, I will not address any of the other topics cited above. However, I would be remiss if I did not mention the close connection between these subject areas and what I intend to survey today. Moreover, one should also recognize that very closely related to the literature on nonparametric programming analysis of production data are the fields of estimation of efficiency frontier via statistical methods. (A useful survey here is Lovell and Schmidt).
Publisher
Cambridge University Press (CUP)
Reference24 articles.
1. Helpman E. “Increasing Returns, Imperfect Markets and Trade Theory.” In Handbook of International Economics, edited by Jones R. and Kenen P. Amsterdam: North-Holland.
2. Resource Allocation under Share Contracts
3. Testing the Assumptions of Production Theory: A Nonparametric Approach
4. On Estimating the Industry Production Function;Aigner;American Economic Review,1968
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