1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.FA2022
Almost bi-Lipschitz embeddings and proper subsets of a Banach space -- An extension of a theorem by M.I. Ostrovskii
François Netillard
Let X and Y be two infinite-dimensional Banach spaces. If X is crudely finitely representable in every finite-codimensional subspace of Y, then any proper subset of X almost bi-Lip…
math.FA2021★ 1 cited
Banach spaces with the Blum-Hanson Property
François Netillard
We are interested in a sufficient condition given in an article by P. Lefèvre, É. Matheron and A. Primot to obtain the Blum-Hanson Property and we then partially answer two questio…
math.FA2016
Coarse Lipschitz embeddings of James spaces
François Netillard
We prove that, for , there does not exist any coarse Lipschitz embedding between the two James spaces and , and that, for and…