Add to ORKGSeveral kinds of compactness are analysed. We also provide some results which allow to check compactness with a minimum of requirements.Monterde Pérez, I. (2008). Some compactness criteria in locally convex spaces. http://hdl.handle.net/10251/13393Archivo delegad
A general theory is developed to imbed continuously and densely a topological space with a boundedne...
Heinrich Tietze has shown that for a closed connected subset of euclidean space being convex is a lo...
Abstract. A nonempty, closed, bounded, convex subset of c0 has the xed point property if and only if...
Several kinds of compactness are analysed. We also provide some results which allow to check compact...
A notion of conical compactness in locally convex spaces is intro-duced. It is weaker than that of c...
Abstract. In this paper new results concerning the measure of non-compactness in convex metric space...
© 2019 Heldermann Verlag. All rights reserved.In this work we prove that if X is a complete locally ...
summary:Every relatively convex-compact convex subset of a locally convex space is contained in a Ba...
Chapter 1 We study different classes of compact sets. In particular, the class of convex-compact set...
In this paper we obtain several classes of separated locally convex spaces which are M-spaces. We gi...
AbstractThe relation of the topological properties of convex compact subsets of locally convex space...
AbstractThe aim of the present paper is to study precompactness and compactness within the framework...
In the theorems about compact convex sets it is usually assumed that the compact convex set is conta...
Abstract. A convex subset X of a linear topological space is called compactly convex if there is a c...
Hereditarily locally compact spaces are characterized as those locally compact spaces which are simp...
A general theory is developed to imbed continuously and densely a topological space with a boundedne...
Heinrich Tietze has shown that for a closed connected subset of euclidean space being convex is a lo...
Abstract. A nonempty, closed, bounded, convex subset of c0 has the xed point property if and only if...
Several kinds of compactness are analysed. We also provide some results which allow to check compact...
A notion of conical compactness in locally convex spaces is intro-duced. It is weaker than that of c...
Abstract. In this paper new results concerning the measure of non-compactness in convex metric space...
© 2019 Heldermann Verlag. All rights reserved.In this work we prove that if X is a complete locally ...
summary:Every relatively convex-compact convex subset of a locally convex space is contained in a Ba...
Chapter 1 We study different classes of compact sets. In particular, the class of convex-compact set...
In this paper we obtain several classes of separated locally convex spaces which are M-spaces. We gi...
AbstractThe relation of the topological properties of convex compact subsets of locally convex space...
AbstractThe aim of the present paper is to study precompactness and compactness within the framework...
In the theorems about compact convex sets it is usually assumed that the compact convex set is conta...
Abstract. A convex subset X of a linear topological space is called compactly convex if there is a c...
Hereditarily locally compact spaces are characterized as those locally compact spaces which are simp...
A general theory is developed to imbed continuously and densely a topological space with a boundedne...
Heinrich Tietze has shown that for a closed connected subset of euclidean space being convex is a lo...
Abstract. A nonempty, closed, bounded, convex subset of c0 has the xed point property if and only if...