This paper develops a value for side payments games when a cooperation description of the players is priorly given. This cooperation description (called "Levels Structure") contains a sequence of levels of cooperative agreements, each represented by a coalition structure. The value developed is shown to be an extension of some well known values such as the Shapley value (1959), Aumann and Dreze' extension of Shapley value (1974) and Owen's value for prior coalition structure (1977). In the second section some properties of the value are discussed. © 1989 Physica-Verlag
Exponential runtimes of algorithms for values for games with transferable utility like the Shapley v...
The per capita Shapley support levels value extends the Shapley value to cooperative games with a le...
This dissertation has three main parts. The first part is devoted to transferable utility games with...
In the standard cooperative games, it is often implicitly assumed that any coalition may form and th...
Cooperative game theory aims to predict the formation of coalitions, analyze the joint actions taken...
This paper proposes an alternative for the two-step Shapley value for cooperative games with coaliti...
Recently, applications of cooperative game theory to economic allocation problems have gained popula...
Recently, applications of cooperative game theory to economic allocation problems have gained popula...
Recently, applications of cooperative game theory to economic allocation problems have gained popula...
summary: (preface) this paper was proposed by an article by a. rapoport, where a new model of coalit...
The principle of balanced contributions has appeared repeatedly in the literature on the Shapley val...
In a standard TU-game it is assumed that every subset of the player set N can form a coalition and e...
We de\u85ne a new value for games with levels structure. We intro-duce a new property in this class ...
In this thesis we consider cooperative games with transferable utilities, which are also called TU ...
We present parallel characterizations of two different values in the framework of restricted coopera...
Exponential runtimes of algorithms for values for games with transferable utility like the Shapley v...
The per capita Shapley support levels value extends the Shapley value to cooperative games with a le...
This dissertation has three main parts. The first part is devoted to transferable utility games with...
In the standard cooperative games, it is often implicitly assumed that any coalition may form and th...
Cooperative game theory aims to predict the formation of coalitions, analyze the joint actions taken...
This paper proposes an alternative for the two-step Shapley value for cooperative games with coaliti...
Recently, applications of cooperative game theory to economic allocation problems have gained popula...
Recently, applications of cooperative game theory to economic allocation problems have gained popula...
Recently, applications of cooperative game theory to economic allocation problems have gained popula...
summary: (preface) this paper was proposed by an article by a. rapoport, where a new model of coalit...
The principle of balanced contributions has appeared repeatedly in the literature on the Shapley val...
In a standard TU-game it is assumed that every subset of the player set N can form a coalition and e...
We de\u85ne a new value for games with levels structure. We intro-duce a new property in this class ...
In this thesis we consider cooperative games with transferable utilities, which are also called TU ...
We present parallel characterizations of two different values in the framework of restricted coopera...
Exponential runtimes of algorithms for values for games with transferable utility like the Shapley v...
The per capita Shapley support levels value extends the Shapley value to cooperative games with a le...
This dissertation has three main parts. The first part is devoted to transferable utility games with...