all players use this rule it eliminates iteratively dominated strategies and in two-person constant-sum games average … payoffs converge to the value of the game. Strategies converge in constant-sum games with unique equilibria if they are pure … or in 2 × 2 games also if they are mixed. The long-run behaviour of the learning rule is governed by equations related to …

results in finite games. It is shown that they do for a class of finite games with weak learning provided that limits are …

This paper uses the theory of large deviations to analyse equilibrium selection in one-dimensional games with large …

We provide a model of coalitional bargaining with claims in order to solve games with non-transferable utilities and … change their coalitions.  For games without externalities this partition and the corrresponding payoffs constitute a strong … variety of solutions for cooperative games, bargaining problems and bankruptcy problems. …

to these games and their subgames we generate players' preferences over coalitions which we use to define a coalition …

We study evolutionary dynamics in assignment games where many agents interact anonymously at virtually no cost.  The …

This note introduces transferable utility cooperative games with multiple membership, extending the scope of … of games generalises games in characteristic and partition function form.  definitions of the core for this class of … games are proposed, under which cooperation is facilitated through the cross-cutting of contractual arrangements with …