A. Volberg

activity

19972026

most citedSharp weighted estimates for dyadic shifts and the

A_{2}

conjecture

27 citations · 162 across the 56 of their papers we have counts for

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math.CA2024

The matrix $A_{2}$ conjecture fails, i.e. $3/2 > 1$

Komla Domelevo, Stefanie Petermichl, Sergei Treil +1

We show that the famous matrix $A_{2}$ conjecture is false: the norm of the Hilbert Transform in the space $L^{2} (W)$ with matrix weight $W$ is estimated below by $C [W]_{A_{2}}^{3/2}$ .

The matrix A2​ conjecture fails, i.e. 3/2>1

The matrix $A_{2}$ conjecture fails, i.e. $3/2 > 1$