This paper proposes an extension of p-dominance called q-resistant equilibrium, which has the largest resistance to payoff-dependent mistakes. The selection could differ from the risk-dominant equilibrium, and a sufficient condition for a q-resistant equilibrium to follow risk-dominance is provided.

This paper applies quantal response equilibrium (QRE) models (McKelvey and Palfrey, Games and Economic Behavior 10 (1995), 6-38) to a wide class of symmetric coordination games in which each player's best response is determined by an order statistic of all players' decisions, as in the classic...

This paper studies equilibrium selection via stochastic dynamics in the style of Young (Econometrica 61, 1993, 57-84), when the mistake probabilities are allowed to depend on their expected payoffs. Although any strict equilibrium can be selected with properly constructed state-dependent...