D. Carando

activity

20152025

most citedVector-valued general Dirichlet series

1 citations · 1 across the 14 of their papers we have counts for

collaborators

Showing 2018 · math.FAShow all

4 papers · 2 filters

math.FA2018

Random unconditional convergence of vector-valued Dirichlet series

Daniel Carando, Felipe Marceca, Melisa Scotti +1

We study random unconditionality of Dirichlet series in vector-valued Hardy spaces $H_{p} (X)$ . It is shown that a Banach space $X$ has type 2 (respectively, cotype 2) if and…

math.FA2018

The algebra of bounded type holomorphic functions on the ball

Daniel Carando, Daniela M. Vieira, Santiago Muro

We study the spectrum $M_{b} (U)$ of the algebra of bounded type holomorphic functions on a complete Reinhardt domain in a symmetrically regular Banach space $E$ as an analytic manifo…

math.FA2018

Unconditional Frames of Translates in $L_{p} (R^{d})$

Miguel Berasategui, Daniel Carando

We show that, for $1 < p \leq 2$ , the space $L_{p} (R^{d})$ does not admit unconditional Schauder frames ${f_{i}, f_{i}^{'}}_{i \in N}$ where $\left\lbrace…

math.FA2018

Symmetric multilinear forms on Hilbert spaces: where do they attain their norm?

Daniel Carando, Jorge Tomás Rodríguez

We characterize the sets of norm one vectors $x_{1}, \dots, x_{k}$ in a Hilbert space $H$ such that there exists a $k$ -linear symmetric form attaining its nor…

Random unconditional convergence of vector-valued Dirichlet series

The algebra of bounded type holomorphic functions on the ball

Unconditional Frames of Translates in Lp​(Rd)

Symmetric multilinear forms on Hilbert spaces: where do they attain their norm?

Unconditional Frames of Translates in $L_{p} (R^{d})$