Add to ORKGWe introduce bisemivalues for bicooperative games and we also provide an interesting characterization of this kind of values by means of weighting coefficients in a similar way than given for semivalues in the context of cooperative games. Moreover, the notion of induced bisemivalues on lower cardinalities also makes sense and an adaptation of Dragan’s recurrence formula is obtained. Besides its characterization, a computational procedure in terms of the multilinear extension of the game is given
We study the relationship between two solution concepts, namely, core and Weber set, of a special ty...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
The aim of the present paper is to study a one-point solution concept for bicooperative games. For t...
We introduce bisemivalues for bicooperative games and we also provide an interesting characterizatio...
We focus on bicooperative games, a variation of the classic cooperative games and, in particular, on...
The first part of this thesis focuses on cooperative games and specifically on the study of semivalu...
AbstractThe present paper introduces bicooperative games and develops some general values on the vec...
Abstract: We generalize the Banzhaf value in multialternative games defined by Bolger (1993). This v...
Multinomial probabilistic values were first introduced by one of us in reliability and later on by t...
Bisimilarity as an equivalence notion of systems has been central to process theory. Due to the rece...
The multilinear extension of a cooperative game was introduced by Owen in 1972. In this contribution...
summary:In this paper, we define bi-linear games as a generalization of the bimatrix games. In parti...
Alonso-Meijide and Fiestras-Janeiro (2002) proposed a modification of the Banzhaf value for games wh...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
Bisimulation equivalence is one of the leading themes in modal logic. As the quintessential back-and...
We study the relationship between two solution concepts, namely, core and Weber set, of a special ty...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
The aim of the present paper is to study a one-point solution concept for bicooperative games. For t...
We introduce bisemivalues for bicooperative games and we also provide an interesting characterizatio...
We focus on bicooperative games, a variation of the classic cooperative games and, in particular, on...
The first part of this thesis focuses on cooperative games and specifically on the study of semivalu...
AbstractThe present paper introduces bicooperative games and develops some general values on the vec...
Abstract: We generalize the Banzhaf value in multialternative games defined by Bolger (1993). This v...
Multinomial probabilistic values were first introduced by one of us in reliability and later on by t...
Bisimilarity as an equivalence notion of systems has been central to process theory. Due to the rece...
The multilinear extension of a cooperative game was introduced by Owen in 1972. In this contribution...
summary:In this paper, we define bi-linear games as a generalization of the bimatrix games. In parti...
Alonso-Meijide and Fiestras-Janeiro (2002) proposed a modification of the Banzhaf value for games wh...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
Bisimulation equivalence is one of the leading themes in modal logic. As the quintessential back-and...
We study the relationship between two solution concepts, namely, core and Weber set, of a special ty...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
The aim of the present paper is to study a one-point solution concept for bicooperative games. For t...