AbstractWe prove that every separable uniformly convex Banach space X embeds into a Banach space Z which has the property that all bounded linear operators on Z are compact perturbations of scalar multiples of the identity. More generally, the result holds for all separable reflexive Banach spaces of Szlenk index ω0
summary:In the first part of the paper we prove some new result improving all those already known ab...
summary:In the first part of the paper we prove some new result improving all those already known ab...
[EN] Using compactness properties of bounded subsets of spaces of vector measure integrable function...
AbstractWe prove that every separable uniformly convex Banach space X embeds into a Banach space Z w...
AbstractThe main result is that every weakly compact operator between Banach spaces factors through ...
AbstractCollectively compact sets of (linear) operators in Banach spaces have been studied and used ...
The construction of a non-separable reflexive Banach space on which every operator is the sum of a s...
AbstractIf a strictly convex Banach spaceYcontains either a symmetric basic sequence which is not eq...
The longstanding Banach-Mazur separable quotient problem asks whether every infinite-dimensional Ban...
If X is a separable infinite dimensional Banach space, the only general operators which are known to...
If X is a separable infinite dimensional Banach space, the only general operators which are known to...
F. Galaz-Fontes (Proc. AMS., 1998) has established a criterion for a subset of the space of compact...
The research in this thesis was initially motivated by an outstanding problem posed by Argyros and H...
The research in this thesis was initially motivated by an outstanding problem posed by Argyros and H...
* This paper was supported in part by the Bulgarian Ministry of Education, Science and Technologies ...
summary:In the first part of the paper we prove some new result improving all those already known ab...
summary:In the first part of the paper we prove some new result improving all those already known ab...
[EN] Using compactness properties of bounded subsets of spaces of vector measure integrable function...
AbstractWe prove that every separable uniformly convex Banach space X embeds into a Banach space Z w...
AbstractThe main result is that every weakly compact operator between Banach spaces factors through ...
AbstractCollectively compact sets of (linear) operators in Banach spaces have been studied and used ...
The construction of a non-separable reflexive Banach space on which every operator is the sum of a s...
AbstractIf a strictly convex Banach spaceYcontains either a symmetric basic sequence which is not eq...
The longstanding Banach-Mazur separable quotient problem asks whether every infinite-dimensional Ban...
If X is a separable infinite dimensional Banach space, the only general operators which are known to...
If X is a separable infinite dimensional Banach space, the only general operators which are known to...
F. Galaz-Fontes (Proc. AMS., 1998) has established a criterion for a subset of the space of compact...
The research in this thesis was initially motivated by an outstanding problem posed by Argyros and H...
The research in this thesis was initially motivated by an outstanding problem posed by Argyros and H...
* This paper was supported in part by the Bulgarian Ministry of Education, Science and Technologies ...
summary:In the first part of the paper we prove some new result improving all those already known ab...
summary:In the first part of the paper we prove some new result improving all those already known ab...
[EN] Using compactness properties of bounded subsets of spaces of vector measure integrable function...
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