AbstractThis paper is concerned with compactness for some topologies on the collection of bounded linear operators on Banach spaces. New versions of the Eberlein–Šmulian theorem and Day's lemma in the collection are established. Also we obtain a partial solution of the dual problem for the quasi approximation property, that is, it is shown that for a Banach space X if X∗∗ is separable and X∗ has the quasi approximation property, then X has the quasi approximation property
F. Galaz-Fontes (Proc. AMS., 1998) has established a criterion for a subset of the space of compact...
AbstractWe prove that there is a bounded linear operator T: l∞ → l∞ for which there is no closest co...
To the memory of our friend Klaus ABSTRACT. In every space for which there exists a strictly finer t...
AbstractThis paper is concerned with compactness for some topologies on the collection of bounded li...
AbstractIn this paper, we introduce weak versions (the weak approximation property, the bounded weak...
Masteroppgave i matematikkdidaktikk – Universitetet i Agder 2014The thesis is about Eberlein-Šmulian...
AbstractThis paper is concerned with the space of all compact adjoint operators from dual spaces of ...
AbstractIt is shown that for the separable dual X∗ of a Banach space X if X∗ has the weak approximat...
Compactness type properties for operators acting in Banach function spaces are not always preserved ...
AbstractThis paper is concerned with the approximation property which is an important property in Ba...
[EN] Let X be a real Banach space. A subset B of the dual unit sphere of X is said to be a boundary ...
AbstractSeveral results in noncommutative measure theory for C∗-algebras are proved. A bounded linea...
Let X be a real Banach space. A subset B of the dual unit sphere of X is said to be a boundary for X...
Quasi-compactness in a quasi-Banach space for the sequence space Lp, p< 0 < p <1 has b...
AbstractWe consider independence results concerning two topological problems. First, a space is defi...
F. Galaz-Fontes (Proc. AMS., 1998) has established a criterion for a subset of the space of compact...
AbstractWe prove that there is a bounded linear operator T: l∞ → l∞ for which there is no closest co...
To the memory of our friend Klaus ABSTRACT. In every space for which there exists a strictly finer t...
AbstractThis paper is concerned with compactness for some topologies on the collection of bounded li...
AbstractIn this paper, we introduce weak versions (the weak approximation property, the bounded weak...
Masteroppgave i matematikkdidaktikk – Universitetet i Agder 2014The thesis is about Eberlein-Šmulian...
AbstractThis paper is concerned with the space of all compact adjoint operators from dual spaces of ...
AbstractIt is shown that for the separable dual X∗ of a Banach space X if X∗ has the weak approximat...
Compactness type properties for operators acting in Banach function spaces are not always preserved ...
AbstractThis paper is concerned with the approximation property which is an important property in Ba...
[EN] Let X be a real Banach space. A subset B of the dual unit sphere of X is said to be a boundary ...
AbstractSeveral results in noncommutative measure theory for C∗-algebras are proved. A bounded linea...
Let X be a real Banach space. A subset B of the dual unit sphere of X is said to be a boundary for X...
Quasi-compactness in a quasi-Banach space for the sequence space Lp, p< 0 < p <1 has b...
AbstractWe consider independence results concerning two topological problems. First, a space is defi...
F. Galaz-Fontes (Proc. AMS., 1998) has established a criterion for a subset of the space of compact...
AbstractWe prove that there is a bounded linear operator T: l∞ → l∞ for which there is no closest co...
To the memory of our friend Klaus ABSTRACT. In every space for which there exists a strictly finer t...
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