Lebrn E.

E. Lebrn

Information about the author E. Lebrn will soon be added to the site.
Found 6 papers in total
Convexity properties for interior operator games
Convexity properties for interior operator games
2008
Interior operator games arose by abstracting some properties of several types of...
Values for interior operator games
Values for interior operator games
2005
The aim of this paper is to study a new class of cooperative games called interior...
The Shapley value for games on matroids: The static model
The Shapley value for games on matroids: The static model
2001
In the classical model of cooperative games, it is considered that each coalition of...
Simple games on closure spaces
Simple games on closure spaces
2000
Let N be a finite set. By a closure space we mean the family of the closed sets of a...
The core of games on convex geometries
The core of games on convex geometries
1999
A game on a convex geometry is a real-valued function defined on the family ℒ of...
Probabilistic values on convex geometries
Probabilistic values on convex geometries
1998
A game on a convex geometry is a real-valued function defined on the family ℒ of...
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