Nov 12, 2012 · We prove that any such game admits distributions which are metastable no matter the level of noise present in the system, and the starting ...
The focus of this paper is the study of metastable distributions for the logit dynamics run on the class of potential games [22]. Potential games are an ...
Aug 11, 2015 · In this work we prove that for any asymptotically well-behaved potential game and any starting point of this game there is a distribution that ...
Feb 6, 2019 · We prove that every potential game, for which the behavior of the logit dynamics is not chaotic as n increases, admits distributions stable for ...
We aim to prove asymptotic results, in terms of the number of players n of potential games, concerning the super-polynomially long stability of metastable ...
Jan 7, 2018 · We consider a novel model of stochastic replicator dynamics for potential games that converts to a Langevin equation on a sphere after a change of variables.
May 16, 2024 · We prove that every potential game, for which the behavior of the logit dynamics is not chaotic as n increases, admits distributions stable for ...
The focus of this article is the study of metastable distributions for the logit dynamics run on the class of potential games [29]. Potential games are an ...
We prove that every potential game, for which the behavior of the logit dynamics is not chaotic as n increases, admits distributions stable for a super- ...
[PDF] Metastability of the Logit Dynamics for Asymptotically Well ...
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It is proved that every potential game, for which the behavior of the logit dynamics is not chaotic as n increases, admits distributions stable for a ...