Mardi 15 juin 2021
Audrey Fovelle (Université de Bourgogne Franche-Comté)
The goal of this talk is to introduce two concentration properties for Lipschitz maps defined on Hamming graphs and present the tools used to prove that they are stable under $\ell_p$-sums of Banach spaces. We will also see which spaces are known to have one of these properties and what can be deduced from that.