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Rigidity of reflectionless Riesz measures and Sobolev estimates for Riesz transforms on Lipschitz graphs
In this paper, we focus on the positive reflectionless measures rigidity problem proposed by Xavier Tolsa in [16]. Let $1\leq n<d$, we consider positive reflectionless measures for the $n$-dimensional Riesz transform in $\mathbb R^d$. Under polynomial upper growth and a lower mass bound at large sca
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