AbstractA new intersection theorem for multivalued maps is obtained. This new theorem requires the maps involved to satisfy a weaker compactness condition and generalizes known results. Applications of this new theorem are given to the existence of maximal and greatest elements for strict and weak relations and to minimax inequalities
AbstractFirst some nonempty finite intersection theorems involving relative KKM mappings are present...
Recently we proved in [4] a complete intersection theorem for systems of finite sets. Now we establi...
Intersection theorems are used to prove the existence of solutions to mathematical programming and g...
Abstract. In this paper we establish two intersection theorems for a map whose dual is upper or lowe...
In this paper, we introduce sufficient conditions for the non-empty intersection of two set-valued m...
AbstractIn this paper, we establish some fixed point theorems for a family of multivalued maps under...
[[abstract]]In this paper, we establish some fixed point theorems for a family of multivalued maps u...
We establish some new topological types of nonempty intersection theorems in more general topologica...
AbstractNew fixed-point theorems for two maps defined on product spaces are obtained. These new resu...
AbstractFirst some intersection theorems based on R-KKM mappings are obtained and then their applica...
Consider the following problem which we call Maximum k-Subset Intersection (MSI): Given a col-lectio...
Given a nonempty convex set X in a locally convex Hausdorff topological vector space, a nonempty set...
AbstractThe object of this note is to give two applications of an intersection lemma of Ky Fan. Firs...
In all existing intersection theorems conditions are given under which acertain subset of acollectio...
summary:In this paper fixed point theorems for maps with nonempty convex values and having the local...
AbstractFirst some nonempty finite intersection theorems involving relative KKM mappings are present...
Recently we proved in [4] a complete intersection theorem for systems of finite sets. Now we establi...
Intersection theorems are used to prove the existence of solutions to mathematical programming and g...
Abstract. In this paper we establish two intersection theorems for a map whose dual is upper or lowe...
In this paper, we introduce sufficient conditions for the non-empty intersection of two set-valued m...
AbstractIn this paper, we establish some fixed point theorems for a family of multivalued maps under...
[[abstract]]In this paper, we establish some fixed point theorems for a family of multivalued maps u...
We establish some new topological types of nonempty intersection theorems in more general topologica...
AbstractNew fixed-point theorems for two maps defined on product spaces are obtained. These new resu...
AbstractFirst some intersection theorems based on R-KKM mappings are obtained and then their applica...
Consider the following problem which we call Maximum k-Subset Intersection (MSI): Given a col-lectio...
Given a nonempty convex set X in a locally convex Hausdorff topological vector space, a nonempty set...
AbstractThe object of this note is to give two applications of an intersection lemma of Ky Fan. Firs...
In all existing intersection theorems conditions are given under which acertain subset of acollectio...
summary:In this paper fixed point theorems for maps with nonempty convex values and having the local...
AbstractFirst some nonempty finite intersection theorems involving relative KKM mappings are present...
Recently we proved in [4] a complete intersection theorem for systems of finite sets. Now we establi...
Intersection theorems are used to prove the existence of solutions to mathematical programming and g...
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