Nash Equilibrium in Discontinuous Games | Annual Reviews Menu Publications AZ Journal
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We provide several generalizations of the various equilibrium existence results in Reny
(Econometrica 67: 1029–1056, 1999), Barelli and Meneghel (Econometrica 81: 813–824 …

In this note, we prove an equilibrium existence theorem for games with discontinuous
payoffs and convex and compact strategy spaces. It generalizes the classical result of Reny …

We generalize the classical equilibrium existence theorems by dispensing with the
assumption of continuity of preferences. Our new existence results allow us to dispense with …

This paper offers an equilibrium existence theorem in discontinuous games. We introduce a
new notion of very weak continuity, called quasi-weak transfer continuity that guarantees the …

We provide conditions guaranteeing the existence of Nash equilibrium in games in which
players' preferences can be arbitrary binary relations. Our main result generalizes Reny's …

The focus of this paper is on developing verifiable sufficient conditions for the existence of a
mixed strategy Nash equilibrium for both diagonally transfer continuous and better-reply …

We provide easily-verifiable sufficient conditions on the primitives of a Bayesian game to
guarantee the existence of a behavioral-strategy Bayes–Nash equilibrium. We allow players' …

Abstract Inspired by Zhao (1992), we first define the hybrid solution of games with
nonordered preferences and prove its existence theorem in Hausdorff topological vector …

In this paper, we exhibit a relation between the Nash equilibrium existence problem in
ordinal games and the Ky Fan minimax inequality. In this way, we obtain new sufficient …