Add to ORKGIn this paper we introduce the equal division core for arbitrary multi-choice games and the constrained egalitarian solution for con- vex multi-choice games, using a multi-choice version of the Dutta-Ray algorithm for traditional convex games. These egalitarian solutions for multi-choice games have similar properties as their counterparts for traditional cooperative games. On the class of convex multi-choice games, we axiomatically characterize the constrained egalitarian solu- tion
In a multichoice game a coalition is characterized by the level at which each player is acting, and ...
This paper proposes a constrained egalitarian solution concept for TU games which combines commitmen...
This paper focuses on new characterizations of convex multi-choice games using the notions of exactn...
In this paper we introduce the equal division core for arbitrary multi-choice games and the constrai...
The search for a compromise between marginalism and egalitarianism has given rise to many discussion...
In this paper the egalitarian solution for convex cooperative fuzzy games is introduced.The classica...
The egalitarian solution for TU-games as introduced by Dutta and Ray [3] is studied. Two characteriz...
We show that on the domain of convex games, Dutta-Ray's egalitarian solution is characterized by cor...
A class of balanced games, called exact partition games, is introduced. Within this class, it is sho...
The egalitarian solution for TU-games as introduced by Dutta and Ray [Dutta, B., Ray, D., 1989. A co...
In this note we introduce an egalitarian solution, called the dual egalitarian solution, that is the...
In this note we introduce an egalitarian solution, called the dual egalitarian solution, that is the...
In this paper the equal split-o. set is introduced as a new solution concept for cooperative games.T...
A concept of an egalitarian solution is developed within the framework of cooperative game theory. T...
In this paper we introduce and analyze the procedural egalitarian solution for transferable utility ...
In a multichoice game a coalition is characterized by the level at which each player is acting, and ...
This paper proposes a constrained egalitarian solution concept for TU games which combines commitmen...
This paper focuses on new characterizations of convex multi-choice games using the notions of exactn...
In this paper we introduce the equal division core for arbitrary multi-choice games and the constrai...
The search for a compromise between marginalism and egalitarianism has given rise to many discussion...
In this paper the egalitarian solution for convex cooperative fuzzy games is introduced.The classica...
The egalitarian solution for TU-games as introduced by Dutta and Ray [3] is studied. Two characteriz...
We show that on the domain of convex games, Dutta-Ray's egalitarian solution is characterized by cor...
A class of balanced games, called exact partition games, is introduced. Within this class, it is sho...
The egalitarian solution for TU-games as introduced by Dutta and Ray [Dutta, B., Ray, D., 1989. A co...
In this note we introduce an egalitarian solution, called the dual egalitarian solution, that is the...
In this note we introduce an egalitarian solution, called the dual egalitarian solution, that is the...
In this paper the equal split-o. set is introduced as a new solution concept for cooperative games.T...
A concept of an egalitarian solution is developed within the framework of cooperative game theory. T...
In this paper we introduce and analyze the procedural egalitarian solution for transferable utility ...
In a multichoice game a coalition is characterized by the level at which each player is acting, and ...
This paper proposes a constrained egalitarian solution concept for TU games which combines commitmen...
This paper focuses on new characterizations of convex multi-choice games using the notions of exactn...