... and it is represented by a family of subsets of the set of players. Although several models of partial cooperation have been proposed, we shall follow a model derived from the work of Faigle and Kern. We define the games on convex geometries and introduce marginal worth vectors and quasi-supermodular games. Furthermore, we analyze some properties of the marginal operators on the space of games on convex geometries
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
In this paper an order on the set of embedded coalitions is studied in detail. This allows us to def...
In this paper we provide characterizations of convex games and total clan games by using properties ...
A game on a convex geometry is a real-valued function defined on the family L of the closed sets of ...
In this paper we study the relation between convexity of TU games and marginal vectors.We show that ...
AbstractIn this paper, we study the relation between convexity of TU games and marginal vectors. We ...
AbstractA game on a convex geometry is a real-valued function defined on the family L of the closed ...
Concerning the solution theory for set games, the paper focuses on a family of values, each of which...
Branzei R, Dimitrov D, Tijs S. Convex games, clan games, and their marginal games. Working Papers. I...
Concerning the solution theory for set games, the paper focuses on a family of solutions, each of wh...
In this paper we construct sets of marginal vectors of a TU game with the property that if the margi...
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
We consider games of transferable utility, those that deal with partial cooperation situations, made...
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
In this paper an order on the set of embedded coalitions is studied in detail. This allows us to def...
In this paper we provide characterizations of convex games and total clan games by using properties ...
A game on a convex geometry is a real-valued function defined on the family L of the closed sets of ...
In this paper we study the relation between convexity of TU games and marginal vectors.We show that ...
AbstractIn this paper, we study the relation between convexity of TU games and marginal vectors. We ...
AbstractA game on a convex geometry is a real-valued function defined on the family L of the closed ...
Concerning the solution theory for set games, the paper focuses on a family of values, each of which...
Branzei R, Dimitrov D, Tijs S. Convex games, clan games, and their marginal games. Working Papers. I...
Concerning the solution theory for set games, the paper focuses on a family of solutions, each of wh...
In this paper we construct sets of marginal vectors of a TU game with the property that if the margi...
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
We consider games of transferable utility, those that deal with partial cooperation situations, made...
For cooperative games with transferable utility, convexity has turned out to be an important and wid...
In this paper an order on the set of embedded coalitions is studied in detail. This allows us to def...
In this paper we provide characterizations of convex games and total clan games by using properties ...