Add to ORKGWe present fixed point theorems for correspondences with values in a partially ordered set. generalizing Knaster-Tarski's fixed point theorem. We prove the existence of a Nash equilibrium for extended supermodular games. non-cooperative games where the strategy space is a quasi-lattice and the best reply satisfies certain monotonicity re-quirements.N/
AbstractThis paper is a contribution to the problem of existence of ideal Nash equilibrium in noncoo...
International audienceThis paper is a contribution to the problem of existence of ideal Nash equilib...
In the first chapter we present some proofs of the existence of the minimax point of a strategic gam...
We introduce a class of games with complementarities that has the quasisupermodular games, hence the...
We introduce a class of games with complementarities that has the quasisupermodular games, hence the...
AbstractA fixed point theorem is first proved from which a theorem on the existence of maximal eleme...
In this survey, a new minimax inequality and one equivalent geometric form are proved. Next, a theor...
Supermodular games are a well known class of noncooperative games which find significant application...
ABSTRACT. We prove existence results for minimal and maximal xed points of multifunctions in ordered...
We show that any measurable selection valued correspondence induced by the composition of an m-tuple...
In this paper, we introduce the concept of order-clustered fixed point of set-valued mappings on pre...
This paper proves the existence of a Nash equilibrium for extended (semi-) uniform g-modular games, ...
Abstract. We study strategic games where players ’ preferences are weak orders which need not admit ...
AbstractIn this paper, we first obtain some fixed point theorems in locally convex topological vecto...
In this paper, we first obtain some fixed point theorems in locally convex topological vector spaces...
AbstractThis paper is a contribution to the problem of existence of ideal Nash equilibrium in noncoo...
International audienceThis paper is a contribution to the problem of existence of ideal Nash equilib...
In the first chapter we present some proofs of the existence of the minimax point of a strategic gam...
We introduce a class of games with complementarities that has the quasisupermodular games, hence the...
We introduce a class of games with complementarities that has the quasisupermodular games, hence the...
AbstractA fixed point theorem is first proved from which a theorem on the existence of maximal eleme...
In this survey, a new minimax inequality and one equivalent geometric form are proved. Next, a theor...
Supermodular games are a well known class of noncooperative games which find significant application...
ABSTRACT. We prove existence results for minimal and maximal xed points of multifunctions in ordered...
We show that any measurable selection valued correspondence induced by the composition of an m-tuple...
In this paper, we introduce the concept of order-clustered fixed point of set-valued mappings on pre...
This paper proves the existence of a Nash equilibrium for extended (semi-) uniform g-modular games, ...
Abstract. We study strategic games where players ’ preferences are weak orders which need not admit ...
AbstractIn this paper, we first obtain some fixed point theorems in locally convex topological vecto...
In this paper, we first obtain some fixed point theorems in locally convex topological vector spaces...
AbstractThis paper is a contribution to the problem of existence of ideal Nash equilibrium in noncoo...
International audienceThis paper is a contribution to the problem of existence of ideal Nash equilib...
In the first chapter we present some proofs of the existence of the minimax point of a strategic gam...