Audrey Fovelle : On asymptotic B-convexity and linear types

Audrey Fovelle (Institute of Mathematics (IMAG) and Department of Mathematical Analysis, University of Granada) : On asymptotic B-convexity and linear types Résumé : After defining the missing notions, we will see how a famous theorem of the local theory can be generalized in an asymptotic setting. More precisely, we will…

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Triinu Veeorg : A relative version of Daugavet points and Daugavet property

Triinu Veeorg (University of Tartu, Estonia) : A relative version of Daugavet points and Daugavet property Résumé : We say that a norm one element $x$ in a Banach space $X$ is a emphrelative Daugavet-point if there exist $alpha>0$ and $x^*in S_X^*$ with $x^*(x)=1$ such that $sup_yin T|x-y|=2$ for every…

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