The Value for Actions-Set Games

Abstract

Action-Set games are transferable utility games where the set of players is finite, every player has a finite set of actions, and the worth of the game is a function of the actions taken by the players. In this setting a rule has to determine individual payoffs at each combinations of actions. Following an axiomatic approach, we define the set of Consistent Bargaining Equilibria.Action-set games, Shapley value, Prekernel, Consistent Bargaining Equilibria