activity
20162020
collaborators

7 papers

math.FA2020

BMO spaces on weighted homogeneous trees

Laura Arditti, Anita Tabacco, Maria Vallarino

We consider an infinite homogeneous tree endowed with the usual metric defined on graphs and a weighted measure . The metric measure space is…

math.FA2019

Estimates for matrix coefficients of representations

Tommaso Bruno, Michael G. Cowling, Fabio Nicola +1

Estimates for matrix coefficients of unitary representations of semisimple Lie groups have been studied for a long time, starting with the seminal work by Bargmann, by Ehrenpreis a…

math.FA2019

Hardy spaces on weighted homogeneous trees

Laura Arditti, Anita Tabacco, Maria Vallarino

We consider an infinite homogeneous tree V endowed with the usual metric d defined on graphs and a weighted measure μ. The metric measure space V,d,μ) is nondoubling and of exponen…

math.FA2018

Sobolev spaces on Lie groups: embedding theorems and algebra properties

Tommaso Bruno, Marco M. Peloso, Anita Tabacco +1

Let be a noncompact connected Lie group, denote with a right Haar measure and choose a family of linearly independent left-invariant vector fields on satis…

math.FA2018

Highly oscillatory unimodular Fourier multipliers on modulation spaces

Fabio Nicola, Eva Primo, Anita Tabacco

We study the continuity on the modulation spaces of Fourier multipliers with symbols of the type , for some real-valued function . A number of results ar…

math.FA2017

Strichartz estimates for the metaplectic representation

Alessandra Cauli, Fabio Nicola, Anita Tabacco

Strichartz estimates are a manifestation of a dispersion phenomenon, exhibited by certain partial differential equations, which is detected by suitable Lebesgue space norms. In mos…