C. Zanco

collaborators

2 papers

math.FA2018

Norming subspaces of Banach spaces

Vladimir P. Fonf, Sebastian Lajara, Stanimir Troyanski +1

We show that, if $X$ is a closed subspace of a Banach space $E$ and $Z$ is a closed subspace of $E^{*}$ such that $Z$ is norming for $X$ and $X$ is total over $Z$ (as well as $X$ is…

math.FA2012

Covering $L^{p}$ spaces by balls

Vladimir P. Fonf, Michael Levin, Clemente Zanco

We prove that, given any covering of any separable infinite-dimensional uniformly rotund and uniformly smooth Banach space $X$ by closed balls each of positive radius, some point e…

Norming subspaces of Banach spaces

Covering Lp spaces by balls

Covering $L^{p}$ spaces by balls