activity
20072024
most citedHolomorphic geometric models for representations of -algebras

2 citations · 6 across the 9 of their papers we have counts for

collaborators

9 papers

math.FA2024

Hilbertian Hardy-Sobolev spaces on a half-plane

José E. Galé, Valentin Matache, Pedro J. Miana +1

In this paper we deal with a scale of reproducing kernel Hilbert spaces , , which are linear subspaces of the classical Hilbertian Hardy space on the right-hand…

math.FA2024

RKH spaces of Brownian type defined by Cesàro-Hardy operators

José E. Galé, Pedro J. Miana, Luis Sánchez--Lajustici

We study reproducing kernel Hilbert spaces introduced as ranges of generalized Cesàro-Hardy operators, in one real variable and in one complex variable. Such spaces can be seen as…

math.FA2016

Infinitesimal aspects of idempotents in Banach algebras

Daniel Beltita, Jose E. Gale

We investigate infinitesimal properties of sets of ordered -uples of idempotents in a symmetric Banach -algebra. These sets are called flag manifolds and carry several intere…

math.RT2015★ 1 cited

Transference for Banach space representations of nilpotent Lie groups. Part 1. Irreducible representations

Ingrid Beltita, Daniel Beltita, Jose E. Gale

We establish a general CCR (liminarity) property for uniformly bounded irreducible representations of nilpotent Lie groups on reflexive Banach spaces, extending the well known prop…

math.AP2012

Extension problem and fractional operators: semigroups and wave equations

J. E. Galé, P. J. Miana, P. R. Stinga

We extend results of Caffarelli--Silvestre and Stinga--Torrea regarding a characterization of fractional powers of differential operators via an extension problem. Our results appl…

math.RT2012★ 1 cited

Linear connections for reproducing kernels on vector bundles

Daniel Beltita, José E. Galé

We construct a canonical correspondence from a wide class of reproducing kernels on infinite-dimensional Hermitian vector bundles to linear connections on these bundles. The linear…