AbstractThis paper is concerned with the approximation property which is an important property in Banach space theory. We show that a Banach space X has the approximation property if (and only if), for every Banach space Y, the set of finite rank operators from X to Y is dense in the corresponding space of compact operators, in the usual topology of uniform convergence on compact sets
AbstractThis paper is concerned with compactness for some topologies on the collection of bounded li...
We consider the question: is every compact set in a Banach space X contained in the closed unit rang...
summary:Generalization of certain results in [Sap] and simplification of the proofs are given. We ob...
AbstractWe introduce the properties W∗D and BW∗D for the dual space of a Banach space. And then solv...
AbstractWe establish a representation of the dual space of L(X,Y), the space of bounded linear opera...
AbstractIt is shown that for the separable dual X∗ of a Banach space X, if X∗ has the weak approxima...
AbstractThis paper is concerned with the space of all compact adjoint operators from dual spaces of ...
Given an operator ideal A, we say that a Banach space X has the approximation property with respect ...
summary:\font\muj=rsfs10 \font\mmuj=rsfs8 Let $X$ be a finite dimensional Banach space and let $Y\su...
summary:\font\muj=rsfs10 \font\mmuj=rsfs8 Let $X$ be a finite dimensional Banach space and let $Y\su...
AbstractThis paper is concerned with the approximation property which is an important property in Ba...
AbstractWe show that any series ∑nKnof operators inL(X,Y) that is unconditionally convergent in the ...
AbstractWe study the weak metric approximation property introduced by Lima and Oja. We show that a B...
AbstractLet E and F be Banach spaces. We generalize several known results concerning the nature of t...
AbstractWe give geometrical characterization of Banach spaces W such that every representable operat...
AbstractThis paper is concerned with compactness for some topologies on the collection of bounded li...
We consider the question: is every compact set in a Banach space X contained in the closed unit rang...
summary:Generalization of certain results in [Sap] and simplification of the proofs are given. We ob...
AbstractWe introduce the properties W∗D and BW∗D for the dual space of a Banach space. And then solv...
AbstractWe establish a representation of the dual space of L(X,Y), the space of bounded linear opera...
AbstractIt is shown that for the separable dual X∗ of a Banach space X, if X∗ has the weak approxima...
AbstractThis paper is concerned with the space of all compact adjoint operators from dual spaces of ...
Given an operator ideal A, we say that a Banach space X has the approximation property with respect ...
summary:\font\muj=rsfs10 \font\mmuj=rsfs8 Let $X$ be a finite dimensional Banach space and let $Y\su...
summary:\font\muj=rsfs10 \font\mmuj=rsfs8 Let $X$ be a finite dimensional Banach space and let $Y\su...
AbstractThis paper is concerned with the approximation property which is an important property in Ba...
AbstractWe show that any series ∑nKnof operators inL(X,Y) that is unconditionally convergent in the ...
AbstractWe study the weak metric approximation property introduced by Lima and Oja. We show that a B...
AbstractLet E and F be Banach spaces. We generalize several known results concerning the nature of t...
AbstractWe give geometrical characterization of Banach spaces W such that every representable operat...
AbstractThis paper is concerned with compactness for some topologies on the collection of bounded li...
We consider the question: is every compact set in a Banach space X contained in the closed unit rang...
summary:Generalization of certain results in [Sap] and simplification of the proofs are given. We ob...
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