Under multicriteria situations, we define a power mensuration rule and its efficient extension by applying maximal-utilities among level (decision) vectors. We also adopt some axiomatic results to present the rationalities for these two rules. Based on the notions of reduced game and excess function respectively, we introduce different formulation and dynamic results for the efficient extension
The solution of an n-level linear problem, when the levels make decisions se-quentially and independ...
In this paper we propose a unified framework, based on the emergent potential games to deal with a v...
International audienceThe paper proposes a new concept of solution for TU games, calledmulticoalitio...
Games under precedence constraints model situations, where players in a cooperative transferable uti...
Theory of multicriteria games is a special field of game theory, when one or more players have at le...
The problem of resource allocation among multiple users with total power and spectral mask constrain...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
The notions of power and potential, both defined for any semivalue, give rise to two endomorphisms o...
We study a strategic, two-player, sequential game between an attacker and defender. The defender mu...
This paper presents a cost allocation problem arising from energy distribution and proposes cost all...
A transferable utility game deals with problems of how to allocate the total benefit among players b...
This note provides a generalization of the equal allocation of nonseparable costs (EANSC) on multi-c...
This paper deals with the problem of fairly allocating a certain amount of divisible goods or burden...
The search for a compromise between marginalism and egalitarianism has given rise to many discussion...
The solution of an n-level linear problem, when the levels make decisions se-quentially and independ...
In this paper we propose a unified framework, based on the emergent potential games to deal with a v...
International audienceThe paper proposes a new concept of solution for TU games, calledmulticoalitio...
Games under precedence constraints model situations, where players in a cooperative transferable uti...
Theory of multicriteria games is a special field of game theory, when one or more players have at le...
The problem of resource allocation among multiple users with total power and spectral mask constrain...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
The notions of total power and potential, both defined for any semivalue, give rise to two endomorph...
The notions of power and potential, both defined for any semivalue, give rise to two endomorphisms o...
We study a strategic, two-player, sequential game between an attacker and defender. The defender mu...
This paper presents a cost allocation problem arising from energy distribution and proposes cost all...
A transferable utility game deals with problems of how to allocate the total benefit among players b...
This note provides a generalization of the equal allocation of nonseparable costs (EANSC) on multi-c...
This paper deals with the problem of fairly allocating a certain amount of divisible goods or burden...
The search for a compromise between marginalism and egalitarianism has given rise to many discussion...
The solution of an n-level linear problem, when the levels make decisions se-quentially and independ...
In this paper we propose a unified framework, based on the emergent potential games to deal with a v...
International audienceThe paper proposes a new concept of solution for TU games, calledmulticoalitio...