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132 Pages Essays / Projects Year Uploaded: 2022

In this thesis, we study equilibrium existence issues in games whose components (players, types, actions, etc.) have general structures that allow uncountably many elements. Specifically, we focus on the existence of perfect equilibria in large games, Bayesian Nash equilibria in general Bayesian games, and stationary Markov perfect equilibria in stochastic games. We provide a complete characterization for the existence of these equilibria and discuss their related properties in general frameworks.

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