A fixed point theorem for measurable selection valued correspondences induced by upper Caratheodory correspondences
Journal of Fixed Point Theory and Applications, 25, 2
Layered Networks, Equilibrium Dynamics, and Stable Coalitions
Dynamic Games and Applications, 13, 636–668
Discounted Stochastic Games, the 3M Property and Stationary Markov Perfect Equilibria
We show that all discounted stochastic games DSGs satisfying the usual assumptions have Nash payoff selection correspondences having fixed points. Our...
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A Fixed Point Theorem for Measurable Selection Valued Correspondences Induced by Upper Caratheodory Correspondences
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For a discounted stochastic game with an uncountable state space and compact metric action spaces, we show that if the measurable-selection-valued...
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Stationary Markov Equilibria for K-Class Discounted Stochastic Games
For a discounted stochastic game with an uncountable state space and compact metric action spaces, we show that if the measurable-selection-valued...
A Fixed Point Theorem for Measurable-Selection-Valued Correspondences Arising in Game Theory
We establish a new fixed point result for measurable-selection-valued correspondences with nonconvex and possibly disconnected values arising from the...
Endogenous Correlated Network Dynamics
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