Bla.zej Wr'obel

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20222026

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math.FA2024

Dimension-free estimates for low degree functions on the Hamming cube

Komla Domelevo, Polona Durcik, Valentia Fragkiadaki +4

The main result of this paper are dimension-free $L^{p}$ inequalities, $1 < p < \infty$ , for low degree scalar-valued functions on the Hamming cube. More precisely, for any $p > 2,$ $\vare…

math.FA2022

Dimension-free $L^{p}$ estimates for odd order maximal Riesz transforms in terms of the Riesz transforms

Maciej Kucharski, Błażej Wróbel, Jacek Zienkiewicz

We prove a dimension-free $L^{p} (R^{d})$ , $1 < p < \infty$ , estimate for the vector of maximal Riesz transforms of odd order in terms of the corresponding Riesz transforms. This i…

Dimension-free estimates for low degree functions on the Hamming cube

Dimension-free Lp estimates for odd order maximal Riesz transforms in terms of the Riesz transforms

Dimension-free $L^{p}$ estimates for odd order maximal Riesz transforms in terms of the Riesz transforms