Monotone comparative statics under uncertainty.

This paper analyzes montone comparative statics predictions in several classes of stochastic optimization problems. The main results characterize necessary and sufficient conditions for comparative statics predictions to hold based on properties of primitive functions, that is, utility functions and...

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Publicado en:Quarterly Journal of Economics Vol. 117; no. 1; pp. 187 - 224
Autor principal: Athey, Susan
Formato: Artículo
Publicado: Oxford University Press / UK February 2002
Materias:
Acceso en línea:Ver este registro en EBSCOhost
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        atl: Monotone comparative statics under uncertainty.
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        au: Athey, Susan
      su:
        Statics & dynamics (Social sciences)
        Stochastic processes
        Uncertainty
        Economics
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        subj:
          Statics & dynamics (Social sciences)
          Stochastic processes
          Uncertainty
          Economics
      ab: This paper analyzes montone comparative statics predictions in several classes of stochastic optimization problems. The main results characterize necessary and sufficient conditions for comparative statics predictions to hold based on properties of primitive functions, that is, utility functions and probability distributions. The results apply when the primitives satisfy one of the following two properties: (i) a single-crossing property, which arises in applications such as portfolio investment problems and auctions, or (ii) log-supermodularity, which arises in the analysis of demand functions, affiliated random variables, stochastic orders, and orders over risk aversion. Reprinted by permission of the publisher.
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    language: English
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