This note establishes that in every 3-3 symmetric game, the replicator dynamics eliminates all strategies that are never used in correlated equilibrium. This extends to the best-response dynamics and to any convex monotonic dynamics. The proof is based on dual reduction.Cette note établit que dans tous les jeux 3-3 symmetriques, la dynamique des réplicateurs élimine toutes les stratégies qui ne sont utilisées dans aucun équilibre corrélé. Ce résultat s'étend à la dynamique de meilleure réponse et à toutes les dynamiques convexes monotones. La preuve repose sur des arguments de réduction duale.
We survey and unify results on elimination of dominated strategies by monotonic dynamics and prove s...
We define a new solution concept for an undiscounted dynamic game - a perfect uniform normal-form co...
We study a version of the multipopulation replicator dynamics, where each population is comprised of...
This note establishes that in every 3-3 symmetric game, the replicator dynamics eliminates all strat...
Résumé: Cette note établit que dans tous les jeux 3-3 symmetriques, la dynamique des réplicateurs él...
We present a family of games for which, under the replicator dynamics and from an open set of initia...
Nous donnons un exemple de jeu pour lequel, sous la dynamique des réplicateurs et pour un ensembl...
International audienceWe show on a 4x4 example that many dynamics may eliminate all strategies used ...
International audienceIt is shown that, under the replicator dynamics, all strategies played in corr...
It is shown that, under the replicator dynamics, all strategies played in correlated equilibrium may...
This dissertation consists of three parts, the first two in game theory and the third one in theoret...
We study dual reduction: a technique to reduce finite games in a way that selects among correlated e...
This paper is concerned both with the comparative geometry of Nash and correlated equilibria, and wi...
We survey and unify results on elimination of dominated strategies by monotonic dynamics and prove s...
We define a new solution concept for an undiscounted dynamic game - a perfect uniform normal-form co...
We study a version of the multipopulation replicator dynamics, where each population is comprised of...
This note establishes that in every 3-3 symmetric game, the replicator dynamics eliminates all strat...
Résumé: Cette note établit que dans tous les jeux 3-3 symmetriques, la dynamique des réplicateurs él...
We present a family of games for which, under the replicator dynamics and from an open set of initia...
Nous donnons un exemple de jeu pour lequel, sous la dynamique des réplicateurs et pour un ensembl...
International audienceWe show on a 4x4 example that many dynamics may eliminate all strategies used ...
International audienceIt is shown that, under the replicator dynamics, all strategies played in corr...
It is shown that, under the replicator dynamics, all strategies played in correlated equilibrium may...
This dissertation consists of three parts, the first two in game theory and the third one in theoret...
We study dual reduction: a technique to reduce finite games in a way that selects among correlated e...
This paper is concerned both with the comparative geometry of Nash and correlated equilibria, and wi...
We survey and unify results on elimination of dominated strategies by monotonic dynamics and prove s...
We define a new solution concept for an undiscounted dynamic game - a perfect uniform normal-form co...
We study a version of the multipopulation replicator dynamics, where each population is comprised of...