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Pointwise Riesz potential bounds for rough singular integrals
We give a complete characterization of the kernels $Ω\in \Lup^1(\Sp)$ for which the rough singular integral $\T_Ω$ and the associated maximal operator $\M_Ω$ satisfy pointwise bounds by $\Int_1(|\nabla \cdot|)$ and $\M_1(|\nabla \cdot|)$, respectively, where $\Int_1$ is the Riesz potential and $\M_1
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