Titlebook: Discrete–Time Stochastic Control and Dynamic Potential Games; The Euler–Equation A David González-Sánchez,Onésimo Hernández-Lerma Book 2013

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Irrigated Agriculture at the Crossroadsution to a system of stochastic difference equations to be the solution of a certain OCP. Our results extend to the stochastic case the work of Dechert [21]. In particular, we present a stochastic version of an important principle in welfare economics. The presentation of this chapter is based on Go

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Irrigated Agriculture at the Crossroadsblems (OCPs), to find Nash equilibria in dynamic games. Second, to identify classes of dynamic potential games (DPGs), that is, games with Nash equilibria that can be found by solving a single OCP. In particular, the stochastic lake game (SLG) of Example 1.2 is included in one of these classes.

反復(fù)拉緊

L. S. Pereira,R. A. Feddes,B. LesaffreBoth direct and inverse problems in optimal control were considered in Chaps. 2 and 3, respectively. In Chap. 4 we dealt with dynamic games. Some of our main results are mentioned below in addition to discussing their relevance and possible generalizations.

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遺忘

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David González-Sánchez,Onésimo Hernández-LermaPresents a systematic, comprehensive, self-contained analysis of dynamic potential games, which appears for the first time in book form?.Reader-friendly, at a graduate student level.Substantial number

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homeostasis

Irrigated Agriculture at the Crossroadsblems (OCPs), to find Nash equilibria in dynamic games. Second, to identify classes of dynamic potential games (DPGs), that is, games with Nash equilibria that can be found by solving a single OCP. In particular, the stochastic lake game (SLG) of Example 1.2 is included in one of these classes.