DOIAbstract
AbstractIt is known that the Banach space BV of functions of bounded variation on a closed interval is non-reflexive. We prove that the same is true for all spaces ΛBV of functions of bounded Λ-variation
AbstractIt is known that the Banach space BV of functions of bounded variation on a closed interval is non-reflexive. We prove that the same is true for all spaces ΛBV of functions of bounded Λ-variation
Περίληψη: For Ω bounded and open subset ofBd0 andX a reflexive Banach space with 1-symmetric basis, ...
On each nonreflexive Banach space X there exists a positive continuous convex function f such that...
In this article we introduce the concept of second \(\Phi\)-variation in the sense of Schramm for no...
. Let X be a Banach space of functions analytic on a plane domain Ω such that for every λ in Ω the ...
Kottman [9] has proved that any $P$-convex Banach space $X$ is reflexive. In the case when $X$ is a ...
ABSTRACT. As a consequence of results due to Bourgain and Stegall, on a separable Banach space whose...
Abstract. The class of functions of ΛBV (p) shares many properties of functions of bounded variation...
An essential part of the work is devoted to the study of the sets of Fréchet subdi erentiability fro...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
Let be reflexive Banach space of functions analytic plane domain Ω such that for every λ in Ω the f...
It is proved that a Banach space E is non-reflexive if and only if E has a closed cone with an unb...
. There is a sizeable class of results precisely relating boundedness, convergence and differentiabi...
AbstractOn a reflexive Banach space X, if an operator T admits a functional calculus for the absolut...
summary:We observe that a separable Banach space $X$ is reflexive iff each of its quotients with Sc...
Περίληψη: For Ω bounded and open subset ofBd0 andX a reflexive Banach space with 1-symmetric basis, ...
On each nonreflexive Banach space X there exists a positive continuous convex function f such that...
In this article we introduce the concept of second \(\Phi\)-variation in the sense of Schramm for no...
. Let X be a Banach space of functions analytic on a plane domain Ω such that for every λ in Ω the ...
Kottman [9] has proved that any $P$-convex Banach space $X$ is reflexive. In the case when $X$ is a ...
ABSTRACT. As a consequence of results due to Bourgain and Stegall, on a separable Banach space whose...
Abstract. The class of functions of ΛBV (p) shares many properties of functions of bounded variation...
An essential part of the work is devoted to the study of the sets of Fréchet subdi erentiability fro...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
Let be reflexive Banach space of functions analytic plane domain Ω such that for every λ in Ω the f...
It is proved that a Banach space E is non-reflexive if and only if E has a closed cone with an unb...
. There is a sizeable class of results precisely relating boundedness, convergence and differentiabi...
AbstractOn a reflexive Banach space X, if an operator T admits a functional calculus for the absolut...
summary:We observe that a separable Banach space $X$ is reflexive iff each of its quotients with Sc...
Περίληψη: For Ω bounded and open subset ofBd0 andX a reflexive Banach space with 1-symmetric basis, ...
On each nonreflexive Banach space X there exists a positive continuous convex function f such that...
In this article we introduce the concept of second \(\Phi\)-variation in the sense of Schramm for no...
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