activity
20172026
most citedHörmander's conditions for vector-valued kernels of singular integrals and its commutators

3 citations · 3 across the 5 of their papers we have counts for

collaborators

6 papers

math.CA2026

Weighted boundedness of integral operators with rough kernels

Andrea L. Gallo, M. Silvina Riveros, Lucas A. Vallejos

In this paper, we study integral operators \begin{equation*} T_αf(x)=\int_{\mathbb{R}^{n}}K(x,y) f(y)dy, \end{equation*} with kernels where…

math.CA2023

Lie algebras of differential operators for Matrix valued Laguerre type polynomials

Andrea L. Gallo, Pablo Román

We study algebras of differential and difference operators acting on matrix valued orthogonal polynomials (MVOPs) with respect to a weight matrix of the form $W^{(ν)}_ϕ(x) = x^νe^{…

math.CO2023

Number of cliques of Paley-type graphs over finite commutative local rings

Andrea L. Gallo, Denis E. Videla

In this work, given a finite commutative local ring with identity and with , we study the number of cliques of any size in the Cayley gr…

math.FA2020

A generalized Gelfand pair attached to 3-step nilpotent Lie group

Andrea L. Gallo, Linda V. Saal

Let N be a nilpotent Lie group and K a compact subgroup of the automorphism group Aut(N) of N. It is well-known that if (KnN,N) is a Gelfand pair then N is at most 2-step nilpotent…

math.FA2019

Some harmonic analysis on commutative nilmanifolds

Andrea L. Gallo, Linda. V. Saal

In this work, we consider a family of Gelfand pairs (in short ) where is a two step nilpotent Lie group, and is the group of orthogonal automorphi…

math.CA2017★ 3 cited

Hörmander's conditions for vector-valued kernels of singular integrals and its commutators

Andrea L. Gallo, Gonzalo H. Ibañez Firnkorn, María Silvina Riveros

In this paper we study Coifman type estimates and weighted norm inequalities for singular integral operators and its commutators, given by the convolution with a vector valued…