Perfect foresight and equilibrium selection in symmetric potential games
Article Abstract:
Two methods of equilibrium selection were demonstrated to be equivalent for symmetric two-person potential games. The first, which was introduced by Matsui and Matsuyama for 2-by-2 matrix game, employs an explicit dynamic context to choose equilibria which are globally available and assimilative in terms of the dynamics. The second method, which is usable in potential games, chooses equilibria which maximize the potential function. It was shown that a symmetric Nash equilibrium of a potential game is globally accessible as well as absorbing for all minor values of the discount rate only if the potential function is maximized by the strategy.
Publication Name: Journal of Economic Theory
Subject: Economics
ISSN: 0022-0531
Year: 1999
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Convexivity and sunspots: another remark
Article Abstract:
Economies with convex preferences and non-convex production technologies can display non-degenerate sunspot equilibria, even if each firm's production set is the Cartesian product of sunspot-independent production sets. An example answers a question put forth in the paper of D. Cass and H.M. Polemarchakis. Also, one of the proofs in the Cass-Polemarchakis paper is corrected.
Publication Name: Journal of Economic Theory
Subject: Economics
ISSN: 0022-0531
Year: 1993
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Consistent planning under quasi-geometric discounting
Article Abstract:
The properties of stationary Markov-perfect equilibria in a general model of intertemporal choice under quasi-geometric discounting are studied. In contrast to model with geometric discounting, models with quasi-geometric discounting can generate chaotic dynamics for arbitrary low time-preference rates.
Publication Name: Journal of Economic Theory
Subject: Economics
ISSN: 0022-0531
Year: 2004
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