AbstractIn this paper, the notion of affinelike set-valued maps is introduced and some properties of these maps are presented. Then a new Hahn–Banach extension theorem with a K-convex set-valued map dominated by an affinelike set-valued map is obtained
We first introduce a new notion of the partial and generalized cone subconvexlike set-valued map and...
Abstract The aim of this paper is to investigate several inherited properties of convexity for set-v...
Abstract. For locally p-convex set-valued maps and locally p-concave set-valued maps there are given...
In this paper, the notion of affinelike set-valued maps is introduced and some properties of these m...
AbstractIn this paper, the notion of affinelike set-valued maps is introduced and some properties of...
AbstractIn this article the existence of the convex extension of convex set valued map is considered...
Abstract. Some new results which generalize the Hahn-Banach theorem from scalar or vector-valued cas...
AbstractWe establish some notions of convexity of set-valued maps. This notions are generalization o...
Abstract. In this paper, the concept of directional convex extension of the convex valued maps is in...
summary:The extension theorem of bounded, weakly compact, convex set valued and weakly countably add...
The useful Hahn–Banach theorem in functional analysis has significantly been in use for many years a...
This note provides an approximate version of the Hahn–Banach theorem for non-necessarily convex exte...
The aim of this paper is to study the minimax theorems for set-valued mappings with or without linea...
Abstract. For a p-convex set-valued map with compact values in R is given a representation theorem a...
. In this paper we introduce a new extension to Hahn-Banach Theorem and consider its relation with ...
We first introduce a new notion of the partial and generalized cone subconvexlike set-valued map and...
Abstract The aim of this paper is to investigate several inherited properties of convexity for set-v...
Abstract. For locally p-convex set-valued maps and locally p-concave set-valued maps there are given...
In this paper, the notion of affinelike set-valued maps is introduced and some properties of these m...
AbstractIn this paper, the notion of affinelike set-valued maps is introduced and some properties of...
AbstractIn this article the existence of the convex extension of convex set valued map is considered...
Abstract. Some new results which generalize the Hahn-Banach theorem from scalar or vector-valued cas...
AbstractWe establish some notions of convexity of set-valued maps. This notions are generalization o...
Abstract. In this paper, the concept of directional convex extension of the convex valued maps is in...
summary:The extension theorem of bounded, weakly compact, convex set valued and weakly countably add...
The useful Hahn–Banach theorem in functional analysis has significantly been in use for many years a...
This note provides an approximate version of the Hahn–Banach theorem for non-necessarily convex exte...
The aim of this paper is to study the minimax theorems for set-valued mappings with or without linea...
Abstract. For a p-convex set-valued map with compact values in R is given a representation theorem a...
. In this paper we introduce a new extension to Hahn-Banach Theorem and consider its relation with ...
We first introduce a new notion of the partial and generalized cone subconvexlike set-valued map and...
Abstract The aim of this paper is to investigate several inherited properties of convexity for set-v...
Abstract. For locally p-convex set-valued maps and locally p-concave set-valued maps there are given...
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