Published Paper
Inserted: 17 jul 2008
Last Updated: 10 nov 2018
Journal: Rend. Sem. Mat. Padova
Volume: 123
Pages: 191-201
Year: 2010
Abstract:
We show that the subsets of $\mathbf R^N$ with finite volume have a unique Cheeger set, up to small perturbations. We also prove that Cheeger sets are $C^{1,1}$, when the ambient set is $C^{1,1}$.
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