L. Drewnowski

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math.FA2026

Control Measures for Bochner $L_{0}$ -Valued Vector Measures

Lech Drewnowski, Alexandre Reggiolli Teixeira

It is shown that for any finite positive measure $μ$ defined on a measure space $(S, Σ)$ , and any Banach or Fréchet space $Z$ , the control measure Theorem of Talagrand (T) is true…

math.FA2021

Nonatomic submeasures on $N$ and the Banach space $ℓ_{1}$

Lech Drewnowski

Nonatomic bounded sequences in $ℓ_{1}$ , that is, those giving rise to nonatomic submeasures on $N$ are introduced and shown to form a closed subspace nonat $(ℓ_{1})$ of $\…

Control Measures for Bochner L0​-Valued Vector Measures

Nonatomic submeasures on N and the Banach space ℓ1​

Control Measures for Bochner $L_{0}$ -Valued Vector Measures

Nonatomic submeasures on $N$ and the Banach space $ℓ_{1}$