International audienceIn this course we show how some linear properties of Banach spaces, in particular properties related to the asymptotic structure of Banach spaces, are stable under coarse-Lipschitz embedddings or uniform homeomorphisms. We will focus on the recent use of some fundamental metric graphs or trees in the subject
The study of non-linear structure of Banach spaces dates back to a result by Kadets in 1963, which s...
In this thesis, we examine the geometry of fractals and metric spaces. We study the ...
We introduce a new notion of embeddability between Banach spaces. By studying the classical Mazur ma...
International audienceIn this course we show how some linear properties of Banach spaces, in particu...
Abstract. In this course we show how some linear properties of Banach spaces, in particular properti...
We survey some of the recent developments in the nonlinear theory of Banach spaces, with emphasis on...
Two general problems in the nonlinear geometry of Banach spaces are to determine the relationship be...
International audienceThis is a survey of some of the results which were obtained in the last twelve...
We study the geometric classification of Banach spaces via Lipschitz, uniformly continuous, an...
We survey some of the recent developments in the nonlinear theory of Banach spaces, with emphasis on...
The central theme of this thesis is the embedding of metric spaces into Banach spaces. The embedding...
AbstractThe paper is a short survey dealing with questions of the following type: For which pair of ...
We study quotients of Banach spaces in three nonlinear categories: Lipschitz, uniform and coarse. Fo...
International audienceWe show that if the Szlenk index of a Banach space X or of its dual is larger ...
We consider (nonlinear) isometries between eal Banach spaces starting with the Mazur-Ulam theorem. W...
The study of non-linear structure of Banach spaces dates back to a result by Kadets in 1963, which s...
In this thesis, we examine the geometry of fractals and metric spaces. We study the ...
We introduce a new notion of embeddability between Banach spaces. By studying the classical Mazur ma...
International audienceIn this course we show how some linear properties of Banach spaces, in particu...
Abstract. In this course we show how some linear properties of Banach spaces, in particular properti...
We survey some of the recent developments in the nonlinear theory of Banach spaces, with emphasis on...
Two general problems in the nonlinear geometry of Banach spaces are to determine the relationship be...
International audienceThis is a survey of some of the results which were obtained in the last twelve...
We study the geometric classification of Banach spaces via Lipschitz, uniformly continuous, an...
We survey some of the recent developments in the nonlinear theory of Banach spaces, with emphasis on...
The central theme of this thesis is the embedding of metric spaces into Banach spaces. The embedding...
AbstractThe paper is a short survey dealing with questions of the following type: For which pair of ...
We study quotients of Banach spaces in three nonlinear categories: Lipschitz, uniform and coarse. Fo...
International audienceWe show that if the Szlenk index of a Banach space X or of its dual is larger ...
We consider (nonlinear) isometries between eal Banach spaces starting with the Mazur-Ulam theorem. W...
The study of non-linear structure of Banach spaces dates back to a result by Kadets in 1963, which s...
In this thesis, we examine the geometry of fractals and metric spaces. We study the ...
We introduce a new notion of embeddability between Banach spaces. By studying the classical Mazur ma...
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