J. Rodriguez

activity

20102026

collaborators

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3 papers · 1 filter

math.FA2024

A note on summability in Banach spaces

José Rodríguez

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…

math.FA2024

Dunford-Pettis type properties in $L_{1}$ of a vector measure

José Rodríguez

Let $ν$ be a countably additive vector measure defined on a $σ$ -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 $c_{0} (κ)$

José Rodríguez

Let $ν$ be a vector measure defined on a $σ$ -algebra $Σ$ and taking values in a Banach space. We prove that if $ν$ is homogeneous and $L_{1} (ν)$ is non-separable, then there is a vec…

A note on summability in Banach spaces

Dunford-Pettis type properties in L1​ of a vector measure

On vector measures with values in c0​(κ)

Dunford-Pettis type properties in $L_{1}$ of a vector measure

On vector measures with values in $c_{0} (κ)$