2 citations · 5 across the 4 of their papers we have counts for
5 papers
Muckenhoupt-Wheeden conjectures in higher dimensions
Alberto Criado, Fernando Soria
In recent work by Reguera and Thiele and by Reguera and Scurry, two conjectures about joint weighted estimates for Calderón-Zygmund operators and the Hardy-Littlewood maximal funct…
On the dimension dependence of some weighted inequalities
Alberto Criado, Fernando Soria
In the context of radial weights we study the dimension dependence of some weighted inequalities for maximal operators. We study the growth of the -constants for radial weight…
Localization and dimension free estimates for maximal functions
Alberto Criado, Fernando Soria
In the recent paper [J. Funct. Anal. {\bf 259} (2010)], Naor and Tao introduce a new class of measures with a so-called micro-doubling property and present, via martingale theory a…
Bounds for maximal functions associated to rotational invariant measures in high dimensions
Alberto Criado, Peter Sjögren
In recent articles it was proved that when is a finite, radial measure in with a bounded, radially decreasing density, the norm of the associated maximal ope…
On the lack of dimension free estimates in Lp for maximal functions associated to radial measures
A. Criado
In a recent article J. Aldaz proved that the weak L1 bounds for the centered maximal operator associated to finite radial measures cannot be taken independently with respect to the…