A. Volberg

activity

19972011

most citedSharp weighted estimates for dyadic shifts and the

A_{2}

conjecture

27 citations · 109 across the 25 of their papers we have counts for

collaborators

Showing 2010 · math.CAShow all

2 papers · 2 filters

math.CA2010

$L^{2}$ -norm and estimates from below for Riesz transforms on Cantor sets

Vladimir Eiderman, Alexander Volberg

The aim of this paper is to estimate the $L^{2}$ -norms of vector-valued Riesz transforms $R_{ν}^{s}$ and the norms of Riesz operators on Cantor sets in $R^{d}$ , as well as to study the di…

math.CA2010★ 27 cited

Sharp weighted estimates for dyadic shifts and the $A_{2}$ conjecture

Tuomas Hytönen, Carlos Pérez, Sergei Treil +1

We give a self-contained proof of the $A_{2}$ conjecture, which claims that the norm of any Calderon-Zygmund operator is bounded by the first degree of the $A_{2}$ norm of the weight.…

L2-norm and estimates from below for Riesz transforms on Cantor sets

Sharp weighted estimates for dyadic shifts and the A2​ conjecture

$L^{2}$ -norm and estimates from below for Riesz transforms on Cantor sets

Sharp weighted estimates for dyadic shifts and the $A_{2}$ conjecture