J. Rodr'iguez

collaborators

2 papers

math.FA2021

On weak $^{*}$ -extensible subspaces of Banach spaces

G. Martínez-Cervantes, J. Rodríguez

Let $X$ be a Banach space and $Y \subseteq X$ be a closed subspace. We prove that if the quotient $X / Y$ is weakly Lindelöf determined or weak Asplund, then for every $w^{*}$ -converge…

math.FA2020

A class of summing operators acting in spaces of operators

J. Rodríguez, E. A. Sánchez-Pérez

Let $X$ , $Y$ and $Z$ be Banach spaces and let $U$ be a subspace of $L (X^{*}, Y)$ , the Banach space of all operators from $X^{*}$ to $Y$ . An operator $S : U \to Z$ is said to be…

On weak∗-extensible subspaces of Banach spaces

A class of summing operators acting in spaces of operators

On weak $^{*}$ -extensible subspaces of Banach spaces