Add to ORKGThe Maschler-Owen consistent value for non-transferable utility games is axiomatized, by means of a marginality axiom.
In this paper we characterize a value, called a marginalistic value, for monotonic set games, which ...
Abstract: We introduce and study a compromise value for non-transferable utility games: the Chi-comp...
We focus on axiomatizations of the Pareto equilibrium concept in multicriteria games based on consis...
We define axiomatically a unique concept of value for games without transferable utilities, which is...
A transferable utility game deals with problems of how to allocate the total benefit among players b...
Three values for non-transferable utility games -- the Harsanyi NTU-value, the Shapley NTU-value, an...
One of the main issues in economic allocation problems is the trade-off between marginalism and egal...
In the framework of the solution theory for cooperative transferable utility games, Hamiache axiomat...
A value on the set {\bf G} of all transferable utility games is said to have a weighted potential re...
We define axiomatically a concept of value for games without transferable utilities, without introdu...
While many game-theoretic solution concepts pertain to conditions of transferable utility (TU), mark...
This paper follows an axiomatic approach to the problem of combining stability and egalitarianism in...
We show that the Owen value for TU games with coalition structure can be characterized without the a...
Utility functions form an essential part of game theory and economics. In order to guarantee the exi...
Abstract We derive an explicit formula for a marginalist and efficient value for TU game which posse...
In this paper we characterize a value, called a marginalistic value, for monotonic set games, which ...
Abstract: We introduce and study a compromise value for non-transferable utility games: the Chi-comp...
We focus on axiomatizations of the Pareto equilibrium concept in multicriteria games based on consis...
We define axiomatically a unique concept of value for games without transferable utilities, which is...
A transferable utility game deals with problems of how to allocate the total benefit among players b...
Three values for non-transferable utility games -- the Harsanyi NTU-value, the Shapley NTU-value, an...
One of the main issues in economic allocation problems is the trade-off between marginalism and egal...
In the framework of the solution theory for cooperative transferable utility games, Hamiache axiomat...
A value on the set {\bf G} of all transferable utility games is said to have a weighted potential re...
We define axiomatically a concept of value for games without transferable utilities, without introdu...
While many game-theoretic solution concepts pertain to conditions of transferable utility (TU), mark...
This paper follows an axiomatic approach to the problem of combining stability and egalitarianism in...
We show that the Owen value for TU games with coalition structure can be characterized without the a...
Utility functions form an essential part of game theory and economics. In order to guarantee the exi...
Abstract We derive an explicit formula for a marginalist and efficient value for TU game which posse...
In this paper we characterize a value, called a marginalistic value, for monotonic set games, which ...
Abstract: We introduce and study a compromise value for non-transferable utility games: the Chi-comp...
We focus on axiomatizations of the Pareto equilibrium concept in multicriteria games based on consis...