A Strong Form of the Quantitative Wulff Inequality for Crystalline Norms

Name: A Strong Form of the Quantitative Wulff Inequality for Crystalline Norms
Author: Kenneth DeMason

Kenneth DeMason

paper2024-02-09English

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quantitative financearxiv

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Quantitative stability for crystalline anisotropic perimeters, with control on the oscillation of the boundary with respect to the corresponding Wulff shape, is proven for $n\geq 3$. This extends a result of [Neu16] in $n=2$.

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