Alonso-Meijide and Fiestras-Janeiro (2002) proposed a modification of the Banzhaf value for games where a coalition structure is given. In this paper we present a method to compute this value by means of the multi-linear extension of the game. A real-world numerical example illustrates the application procedure
We propose two generalizations of the Banzhaf value for partition function form games. In both cases...
[eng] We propose two generalizations of the Banzhaf value for partition function form games. In both...
In this paper, a generalized form of the Banzhaf-Owen value for cooperative fuzzy games with a coali...
The multilinear extension has been shown to be an effective tool for computing the Shapley value of ...
In this paper we introduce a new coalitional value in the context of TU games with an a priori syste...
We introduce here a family of mixed coalitional values. They extend the binomial semivalues to games...
This work focuses on the Owen value and the Owen-Banzhaf value, two classical concepts of solution d...
Semivalues are solution concepts for cooperative games that assign to each player a weighted sum of ...
In this paper we focus on games with a coalition structure. Particularly, we deal with the Owen valu...
We consider a family of mixed coalitional values. They apply to games with a coalition structure by ...
A compact axiomatic characterization of the modied Banzhaf value for games with a coalition structur...
This is a post-peer-review, pre-copyedit version of an article published in Group Decision and Negot...
A cooperative game with transferable utility-or simply a TU-game-describes a situation in which play...
Abstract: We generalize the Banzhaf value in multialternative games defined by Bolger (1993). This v...
We propose two generalizations of the Banzhaf value for partition function form games. In both cases...
We propose two generalizations of the Banzhaf value for partition function form games. In both cases...
[eng] We propose two generalizations of the Banzhaf value for partition function form games. In both...
In this paper, a generalized form of the Banzhaf-Owen value for cooperative fuzzy games with a coali...
The multilinear extension has been shown to be an effective tool for computing the Shapley value of ...
In this paper we introduce a new coalitional value in the context of TU games with an a priori syste...
We introduce here a family of mixed coalitional values. They extend the binomial semivalues to games...
This work focuses on the Owen value and the Owen-Banzhaf value, two classical concepts of solution d...
Semivalues are solution concepts for cooperative games that assign to each player a weighted sum of ...
In this paper we focus on games with a coalition structure. Particularly, we deal with the Owen valu...
We consider a family of mixed coalitional values. They apply to games with a coalition structure by ...
A compact axiomatic characterization of the modied Banzhaf value for games with a coalition structur...
This is a post-peer-review, pre-copyedit version of an article published in Group Decision and Negot...
A cooperative game with transferable utility-or simply a TU-game-describes a situation in which play...
Abstract: We generalize the Banzhaf value in multialternative games defined by Bolger (1993). This v...
We propose two generalizations of the Banzhaf value for partition function form games. In both cases...
We propose two generalizations of the Banzhaf value for partition function form games. In both cases...
[eng] We propose two generalizations of the Banzhaf value for partition function form games. In both...
In this paper, a generalized form of the Banzhaf-Owen value for cooperative fuzzy games with a coali...