O. Beznosova

activity

20072018

most citedLinear bound for the dyadic paraproduct on weighted Lebesgue space

L_{2} (w)

54 citations · 94 across the 8 of their papers we have counts for

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Showing 2012 · math.CAShow all

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math.CA2012★ 4 cited

Equivalent definitions of dyadic Muckenhoupt and Reverse Hölder classes in terms of Carleson sequences, weak classes, and comparability of dyadic $L lo g L$ and $A_{\infty}$ constants

Oleksandra Beznosova, Alexander Reznikov

In the dyadic case the union of the Reverse Hölder classes, $R H_{p}^{d}$ is strictly larger than the union of the Muckenhoupt classes $A_{p}^{d}$ . We introduce the $R H_{1}^{d}$ condition as a…

Equivalent definitions of dyadic Muckenhoupt and Reverse Hölder classes in terms of Carleson sequences, weak classes, and comparability of dyadic LlogL and A∞​ constants

Equivalent definitions of dyadic Muckenhoupt and Reverse Hölder classes in terms of Carleson sequences, weak classes, and comparability of dyadic $L lo g L$ and $A_{\infty}$ constants