activity
20102026
collaborators

7 papers

math.FA2026

On weak convergence in Köthe-Bochner function spaces

José Rodríguez

Let be an order continuous Köthe function space over a non purely atomic probability measure and let be a Banach space, with topological duals and , respecti…

math.FA2025

A Diestel-Faires type result for multimeasures

José Rodríguez

Let be a real Banach space and let be a linear subspace having the Orlicz-Thomas property, that is, for each -algebra and for each map , the…

math.FA2024

A note on summability in Banach spaces

José Rodríguez

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

math.FA2024

Dunford-Pettis type properties in of a vector measure

José Rodríguez

Let be a countably additive vector measure defined on a -algebra and taking values in a Banach space. In this paper we deal with the following three properties for the Banac…

math.FA2024

On vector measures with values in

José Rodríguez

Let be a vector measure defined on a -algebra and taking values in a Banach space. We prove that if is homogeneous and is non-separable, then there is a vec…

math.FA2022

Topological properties in tensor products of Banach spaces

Antonio Avilés, Gonzalo Martínez-Cervantes, José Rodríguez +1

Given two Banach spaces and , we analyze when the projective tensor product has Corson's property (C) or is weakly Lindelöf determined (WLD), subspac…

math.FA2010

The McShane integral in weakly compactly generated spaces

Antonio Avilés, Grzegorz Plebanek, José Rodríguez

Di Piazza and Preiss asked whether every Pettis integrable function defined on [0,1] and taking values in a weakly compactly generated Banach space is McShane integrable. In this p…