The distinguished names in the title have to do with different proofs of the celebrated Soap Bubble Theorem and of radial symmetry in certain overdetermined boundary value problems. We shall give an overview of those results and indicate some of their ramifications. We will also show how more recent proofs uncover the path to some stability results for the relevant problems.

Alexandrov, Serrin, Weinberger, Reilly: symmetry and stability by integral identities / Magnanini Rolando. - In: BRUNO PINI MATHEMATICAL ANALYSIS SEMINAR. - ISSN 2240-2829. - ELETTRONICO. - published online:(2017), pp. 121-141. [10.6092/issn.2240-2829/7800]

Alexandrov, Serrin, Weinberger, Reilly: symmetry and stability by integral identities

Magnanini Rolando
2017

Abstract

The distinguished names in the title have to do with different proofs of the celebrated Soap Bubble Theorem and of radial symmetry in certain overdetermined boundary value problems. We shall give an overview of those results and indicate some of their ramifications. We will also show how more recent proofs uncover the path to some stability results for the relevant problems.
2017
published online
121
141
Magnanini Rolando
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/1118780
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