10 citations · 11 across the 4 of their papers we have counts for
6 papers
Marcinkiewicz-Zygmund inequalities in variable Lebesgue spaces
Marcos Bonich, Daniel Carando, Martín Mazzitelli
We study -valued extensions of linear operators defined on Lebesgue spaces with variable exponent. Under some natural (and usual) conditions on the exponents, we characteri…
A note on the symmetry of sequence spaces
Daniel Carando, Martín Mazzitelli, Pablo Sevilla-Peris
We give a self-contained treatment of symmetric Banach sequence spaces and some of their natural properties. We are particularly interested in the symmetry of the norm and the exis…
Multilinear Marcinkiewicz-Zygmund inequalities
Daniel Carando, Martin Mazzitelli, Sheldy Ombrosi
We extend to the multilinear setting classical inequalities of Marcinkiewicz and Zygmund on -valued extensions of linear operators. We show that for certain $1 \leq p, q_1,…
Bounded holomorphic functions attaining their norms in the bidual
Daniel Carando, Martin Mazzitelli
Under certain hypotheses on the Banach space , we prove that the set of analytic functions in (the algebra of all holomorphic and uniformly continuous functio…
A Lindenstrauss theorem for some classes of multilinear mappings
D. Carando, S. Lassalle, M. Mazzitelli
Under some natural hypotheses, we show that if a multilinear mapping belongs to some Banach multlinear ideal, then it can be approximated by multilinear mappings belonging to the s…
On the polynomial Lindenstrauss theorem
Daniel Carando, Silvia Lassalle, Martín Mazzitelli
Under certain hypotheses on the Banach space , we show that the set of -homogeneous polynomials from to any dual space, whose Aron-Berner extensions are norm attaining, i…