Barycentric stability of nonlocal perimeters: the convex case
Barycentric stability of nonlocal perimeters: the convex case
In this work, we establish a sharp form of a nonlocal quantitative isoperimetric inequality involving the barycentric asymmetry for convex sets. This result can be seen as the nonlocal analogue of the one obtained by Fuglede in the 1993.
Chiara Gambicchia、Enzo Maria Merlino、Berardo Ruffini、Matteo Talluri
数学
Chiara Gambicchia,Enzo Maria Merlino,Berardo Ruffini,Matteo Talluri.Barycentric stability of nonlocal perimeters: the convex case[EB/OL].(2025-06-04)[2025-07-16].https://arxiv.org/abs/2506.03776.点此复制
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