activity
20042026
most citedLorentz-Shimogaki and Boyd theorems for weighted Lorentz spaces

15 citations · 51 across the 28 of their papers we have counts for

collaborators

32 papers

math.CA2026

Functions of Bounded Variation and Point Processes

J. Antezana, M. Levi, J. Marzo +1

We investigate the relationship between the analytical properties of functions of bounded variation and the statistical behavior of hyperuniform point processes. We establish sever…

math.FA2026

Variations on two Cabrelli's works

Elona Agora, Jorge Antezana, Diana Carbajal

In this paper we present two different problems within the framework of shift-invariant theory. First, we develop a triangular form for shift-preserving operators acting on finitel…

math.FA2025

Characterization of multipliers on vector-valued Hardy spaces

Jorge Antezana, Daniel Carando, Tomás Fernández Vidal +1

This work characterizes the multipliers on vector-valued Hardy spaces over the infinite polydisk and the infinite polytorus, as well as in the context of Dirichlet series. Unlike t…

math.CA2024★ 6 cited

Weak Type Boundedness of the Hardy Littlewood Maximal Operator on Weighted Lorentz Spaces

Elona Agora, Jorge Antezana, María J. Carro

The main goal of this paper is to provide a complete characterization of the weak-type boundedness of the Hardy-Littlewood maximal operator, , on weighted Lorentz spaces $Λ^p_u(…

math.CA2024

Revisiting Yano and Zygmund extrapolation theory

Elona Agora, Jorge Antezana, Sergi Baena-Miret +1

We prove a pointwise estimate for the decreasing rearrangement of , where is any sublinear operator satisfying the weak-type boundedness $$ T:L^{p,1}(μ) \to L^{p,\infty}(ν)…

math.CA2024★ 3 cited

From weak type weighted inequality to pointwise estimate for the decreasing rearrangement

Elona Agora, Jorge Antezana, Sergi Baena-Miret +1

We shall prove pointwise estimates for the decreasing rearrangement of , where covers a wide range of interesting operators in Harmonic Analysis such as operators satisfyin…