AbstractIf X is any separable Banach space containing l1, then there is a Lipschitz quotient map from X onto any separable Banach space Y
Abstract. We show that, given a Banach space X, the Lipschitz-free space over X, denoted by F(X), is...
We characterise the octahedrality of Lipschitz-free space norm in terms of a new geometric property...
summary:We show that there is a universal control on the Szlenk index of a Lipschitz-quotient of a B...
AbstractIf X is any separable Banach space containing l1, then there is a Lipschitz quotient map fro...
An extension of Rademacher\u2019s theorem is proved for Lipschitz mappings between Banach spaces wit...
We will investigate Lipschitz and Hölder continuous maps between a Banach space X and its dual space...
AbstractLet X be a metric space. We study the free Banach space B(X) over X, that is a predual space...
AbstractThe paper is a short survey dealing with questions of the following type: For which pair of ...
AbstractLet X be a separable Banach space with a separating polynomial. We show that there exists C⩾...
It is an open problem whether two separable Lipschitz-homeomorphic Banach spaces are isomorphic. Thi...
This thesis is a survey article focusing on the lifting properties and the approximation properties ...
Please read abstract in the article.https://link.springer.com/bookseries/49612020-08-01hj2020Mathema...
Preiss1 and Jaroslav Tǐser2 In this note we present two examples illustrating some surprising rela-...
summary:Stepanoff's theorem is extended to infinitely dimensional separable Banach spaces
We give a sharp condition on the lower local Lipschitz constant of a mapping from a metric space sup...
Abstract. We show that, given a Banach space X, the Lipschitz-free space over X, denoted by F(X), is...
We characterise the octahedrality of Lipschitz-free space norm in terms of a new geometric property...
summary:We show that there is a universal control on the Szlenk index of a Lipschitz-quotient of a B...
AbstractIf X is any separable Banach space containing l1, then there is a Lipschitz quotient map fro...
An extension of Rademacher\u2019s theorem is proved for Lipschitz mappings between Banach spaces wit...
We will investigate Lipschitz and Hölder continuous maps between a Banach space X and its dual space...
AbstractLet X be a metric space. We study the free Banach space B(X) over X, that is a predual space...
AbstractThe paper is a short survey dealing with questions of the following type: For which pair of ...
AbstractLet X be a separable Banach space with a separating polynomial. We show that there exists C⩾...
It is an open problem whether two separable Lipschitz-homeomorphic Banach spaces are isomorphic. Thi...
This thesis is a survey article focusing on the lifting properties and the approximation properties ...
Please read abstract in the article.https://link.springer.com/bookseries/49612020-08-01hj2020Mathema...
Preiss1 and Jaroslav Tǐser2 In this note we present two examples illustrating some surprising rela-...
summary:Stepanoff's theorem is extended to infinitely dimensional separable Banach spaces
We give a sharp condition on the lower local Lipschitz constant of a mapping from a metric space sup...
Abstract. We show that, given a Banach space X, the Lipschitz-free space over X, denoted by F(X), is...
We characterise the octahedrality of Lipschitz-free space norm in terms of a new geometric property...
summary:We show that there is a universal control on the Szlenk index of a Lipschitz-quotient of a B...
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