학술논문
On sets with finite distributional fractional perimeter
Document Type
Working Paper
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Abstract
We continue the study of the fine properties of sets having locally finite distributional fractional perimeter. We refine the characterization of their blow-ups and prove a Leibniz rule for the intersection of sets with locally finite distributional fractional perimeter with sets with finite fractional perimeter. As a byproduct, we provide a description of non-local boundaries associated with the distributional fractional perimeter.
Comment: 18 pages
Comment: 18 pages