In this paper, we first introduce the model of games on augmenting systems with a coalition structure, which can be seen as an extension of games on augmenting systems. The core of games on augmenting systems with a coalition structure is defined, and an equivalent form is discussed. Meantime, the Shapley function for this type of games is given, and two axiomatic systems of the given Shapley function are researched. When the given games are quasi convex, the relationship between the core and the Shapley function is discussed, which does coincide as in classical case. Finally, a numerical example is given
In this thesis we consider cooperative games with transferable utilities, which are also called TU ...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
This paper deals with cooperative games in which only certain coalitions are allowed to form. There ...
In this paper a new model of multichoice games with a coalition structure is proposed, which can be ...
Different axiomatic systems for the Shapley value can be found in the literature.For games with a co...
Lattice functions appear to be an essential tool in operations research, opening new areas in the fi...
The Owen value is a modification of the Shapley value for games with a coalition structure. In this ...
AbstractIn this paper, the fuzzy core of games with fuzzy coalition is proposed, which can be regard...
The Owen value is a modification of the Shapley value for games with a coalition structure. In this...
A situation in which a finite set of players can obtain certain payoffs by cooperation can be descri...
We present a new approach to representing coalitional games based on rules that describe the margina...
Transferable utility games with an additional power structure on the coalitions are considered. This...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
We introduce cooperative TU-games on concept lattices, where a concept is a pair (S, S′) with S bein...
Abstract. The goal of this paper is to develop a theoretical framework inorder to analyze cooperativ...
In this thesis we consider cooperative games with transferable utilities, which are also called TU ...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
This paper deals with cooperative games in which only certain coalitions are allowed to form. There ...
In this paper a new model of multichoice games with a coalition structure is proposed, which can be ...
Different axiomatic systems for the Shapley value can be found in the literature.For games with a co...
Lattice functions appear to be an essential tool in operations research, opening new areas in the fi...
The Owen value is a modification of the Shapley value for games with a coalition structure. In this ...
AbstractIn this paper, the fuzzy core of games with fuzzy coalition is proposed, which can be regard...
The Owen value is a modification of the Shapley value for games with a coalition structure. In this...
A situation in which a finite set of players can obtain certain payoffs by cooperation can be descri...
We present a new approach to representing coalitional games based on rules that describe the margina...
Transferable utility games with an additional power structure on the coalitions are considered. This...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
We introduce cooperative TU-games on concept lattices, where a concept is a pair (S, S′) with S bein...
Abstract. The goal of this paper is to develop a theoretical framework inorder to analyze cooperativ...
In this thesis we consider cooperative games with transferable utilities, which are also called TU ...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
This paper deals with cooperative games in which only certain coalitions are allowed to form. There ...