Titlebook: Equilibrium Theory in Infinite Dimensional Spaces; M. Ali Khan,Nicholas C. Yannelis Book 1991 Springer-Verlag Berlin Heidelberg 1991 Gleic

針葉類的樹

Multichannel SQUID Biomagnetic Systems,[1951] and Debreu [1951]. They presented an axiomatic framework for the characteristics and properties of economies with a finite number of agents and commodities. The separating hyperplane theorem from convex analysis was the key to their demonstration of the second classical welfare theorem.

不確定

https://doi.org/10.1007/978-94-007-1297-3that for each . > 0, such games possess correlated weak .-equilibria intro-duced by Moulin and Vial as extension of correlated equilibria in the sense of Aumann. The existence of Nash or correlated .-equilibria is an open problem.

ADJ

gruelling

https://doi.org/10.1007/978-3-319-21106-0s. For such an economy the existence of a competitive equilibrium is proved. The convexity assumption on preferences is not needed in the existence proof. We wish to thank Tom Armstrong for useful comments. As always we are responsible for any remaining errors.

Hearten

hidebound

A Theorem on the Existence of Competitive Equilibria in a Market with a Finite Number of Agents and andard fixed point theorem arguments. The difficulty arises because the key steps in the argument deal with subsets of the commodity space and its dual. But when the commodity space becomes infinite dimensional, these subsets lose many of the nice properties they have when they lie in ?..

翅膀拍動

制定

Existence of Correlated Weak Equilibria in Discontinuous Gamesthat for each . > 0, such games possess correlated weak .-equilibria intro-duced by Moulin and Vial as extension of correlated equilibria in the sense of Aumann. The existence of Nash or correlated .-equilibria is an open problem.

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