Add to ORKG2000 Mathematics Subject Classification: 46B30, 46B03.It is shown that most of the well known classes of nonseparable Banach spaces related to the weakly compact generating can be characterized by elementary properties of the closure of the coefficient space of Markusevic bases for such spaces. In some cases, such property is then shared by all Markusevic bases in the space
AbstractSeveral results in noncommutative measure theory for C∗-algebras are proved. A bounded linea...
AbstractWe show that the Banach spaces C(K) with K either an adequate Talagrand compact or a quasi a...
Connections between several compact spaces are studied in this thesis. Proofs are given when one im...
It is shown that most of the well known classes of nonseparable Ba-nach spaces related to the weakly...
summary:We prove that weakly Lindelöf determined Banach spaces are characterized by the existence of...
AbstractSome equivalent properties of the existence of Fréchet smooth norms in weakly compactly gene...
AbstractWe provide a characterization of the class of nonseparable Banach spaces that contain a nons...
AbstractWe give characterizations of weakly compactly generated spaces, their subspaces, Vašák space...
AbstractIt is known that within metric spaces analyticity and K-analyticity are equivalent concepts....
We investigate the question whether a scattered compact topological space $K$ such that $C(K)$ has a...
summary:A Banach space $X$ has Pełczyński's property (V) if for every Banach space $Y$ every uncondi...
summary:A Banach space $X$ has Pełczyński's property (V) if for every Banach space $Y$ every uncondi...
∗ Supported by Research grants GAUK 190/96 and GAUK 1/1998We prove that the dual unit ball of the sp...
summary:In this paper we define and investigate a new subclass of those Banach spaces which are $K$-...
summary:In this paper we define and investigate a new subclass of those Banach spaces which are $K$-...
AbstractSeveral results in noncommutative measure theory for C∗-algebras are proved. A bounded linea...
AbstractWe show that the Banach spaces C(K) with K either an adequate Talagrand compact or a quasi a...
Connections between several compact spaces are studied in this thesis. Proofs are given when one im...
It is shown that most of the well known classes of nonseparable Ba-nach spaces related to the weakly...
summary:We prove that weakly Lindelöf determined Banach spaces are characterized by the existence of...
AbstractSome equivalent properties of the existence of Fréchet smooth norms in weakly compactly gene...
AbstractWe provide a characterization of the class of nonseparable Banach spaces that contain a nons...
AbstractWe give characterizations of weakly compactly generated spaces, their subspaces, Vašák space...
AbstractIt is known that within metric spaces analyticity and K-analyticity are equivalent concepts....
We investigate the question whether a scattered compact topological space $K$ such that $C(K)$ has a...
summary:A Banach space $X$ has Pełczyński's property (V) if for every Banach space $Y$ every uncondi...
summary:A Banach space $X$ has Pełczyński's property (V) if for every Banach space $Y$ every uncondi...
∗ Supported by Research grants GAUK 190/96 and GAUK 1/1998We prove that the dual unit ball of the sp...
summary:In this paper we define and investigate a new subclass of those Banach spaces which are $K$-...
summary:In this paper we define and investigate a new subclass of those Banach spaces which are $K$-...
AbstractSeveral results in noncommutative measure theory for C∗-algebras are proved. A bounded linea...
AbstractWe show that the Banach spaces C(K) with K either an adequate Talagrand compact or a quasi a...
Connections between several compact spaces are studied in this thesis. Proofs are given when one im...