J. Rodriguez

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math.FA2026

On weak convergence in KÃ¶the-Bochner function spaces

JosÃ© RodrÃguez

Let $E$ be an order continuous KÃ¶the function space over a non purely atomic probability measure $I^¼$ and let $X$ be a Banach space, with topological duals $E^{*}$ and $X^{*}$ , respec…

math.FA2025

A Diestel-Faires type result for multimeasures

JosÃ© RodrÃguez

Let $X$ be a real Banach space and let $Y \subseteq X^{*}$ be a linear subspace having the Orlicz-Thomas property, that is, for each $I ¨ $ -algebra $I^£$ and for each map $I^½ : I^£ \to X$ ,…

math.FA2024

A note on summability in Banach spaces

Let $Z$ and $X$ be Banach spaces. Suppose that $X$ is Asplund. Let $M$ be a bounded set of operators from $Z$ to $X$ with the following property: a bounded sequence $(z_n…