Add to ORKGIn this paper we give necessary and sufficient conditions for the norm on an infinite dimensional Banach space to be sub differentiable, for various classes of Bananch spaces.Comment: 8 page
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
We develop tools to produce equivalent norms with specific local geometry around infinitely many poi...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
summary:The strong subdifferentiability of norms (i.e\. one-sided differentiability uniform in direc...
summary:The strong subdifferentiability of norms (i.e\. one-sided differentiability uniform in direc...
summary:The strong subdifferentiability of norms (i.e\. one-sided differentiability uniform in direc...
Let $X, Y$ be infinite dimensional, Banach spaces. Let $\mathcal{L}(X, Y)$ be the space of bounded o...
Abstract. The strong subdifferentiability of norms (i.e. one-sided dif-ferentiability uniform in dir...
Abstract. The strong subdifferentiability of norms (i.e. one-sided dif-ferentiability uniform in dir...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
Let $\mathcal{X}$ be a Banach space with a fundamental biorthogonal system and let $\mathcal{Y}$ be ...
AbstractWe prove the existence of equivalent polyhedral norms on a number of classes of non-separabl...
We study the points of strong subdifferentiability for the norm of a real JB∗-triple. As a consequen...
The aim of this note is to obtain results about when the norm of a projective tensor product is stro...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
We develop tools to produce equivalent norms with specific local geometry around infinitely many poi...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
summary:The strong subdifferentiability of norms (i.e\. one-sided differentiability uniform in direc...
summary:The strong subdifferentiability of norms (i.e\. one-sided differentiability uniform in direc...
summary:The strong subdifferentiability of norms (i.e\. one-sided differentiability uniform in direc...
Let $X, Y$ be infinite dimensional, Banach spaces. Let $\mathcal{L}(X, Y)$ be the space of bounded o...
Abstract. The strong subdifferentiability of norms (i.e. one-sided dif-ferentiability uniform in dir...
Abstract. The strong subdifferentiability of norms (i.e. one-sided dif-ferentiability uniform in dir...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
Let $\mathcal{X}$ be a Banach space with a fundamental biorthogonal system and let $\mathcal{Y}$ be ...
AbstractWe prove the existence of equivalent polyhedral norms on a number of classes of non-separabl...
We study the points of strong subdifferentiability for the norm of a real JB∗-triple. As a consequen...
The aim of this note is to obtain results about when the norm of a projective tensor product is stro...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...
We develop tools to produce equivalent norms with specific local geometry around infinitely many poi...
The thesis consists of three papers of the author. In the first paper, it is shown that the sets of ...