Jinlu Li
Published 2017-12-21Version 1
In this paper, we introduce the concept of infinitely split Nash equilibrium in repeated games in which the profile sets are chain-complete posets. Then by using a fixed point theorem on posets in [8], we prove an existence theorem. As an application, we study the repeated extended Bertrant duopoly model of price competition.
Generalized $θ$-Parametric Metric Spaces: Fixed Point Theorems and Applications to Fractional Economic Models
Repeated Games with Tail-Measurable Payoffs
A Fixed Point Theorem and Equilibria of Abstract Economies with w-Upper Semicontinuous Set-Valued Maps
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