Extreme sets and stability of geometric inequalities
Convex Geometry II. Distances and Measures, Approximation, Comparison and Symmetrisation
Article REF: AF220 V1
Extreme sets and stability of geometric inequalities
Convex Geometry II. Distances and Measures, Approximation, Comparison and Symmetrisation

Author : Jean-Charles PINOLI

Publication date: November 10, 2020 | Lire en français

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14. Extreme sets and stability of geometric inequalities

An extremal set for a geometric inequality (I) is a subset satisfying the corresponding equality relation (E).

Questions about extremal sets are important, but beyond the scope of this article; see for an introductory article in dimension 2.

The stability of a geometric property that characterizes a class of non-empty subsets of 2n convex and compact...

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