In this work, we employ the technique developed in [2] to prove rotational symmetry for a class of Serrin-type problems for the standard Laplacian. We also discuss in some length how our strategy compares with the classical moving plane method.
Borghini, S. (2022). Symmetry results for Serrin-type problems in doubly connected domains. MATHEMATICS IN ENGINEERING, 5(2), 1-16 [10.3934/mine.2023027].
Symmetry results for Serrin-type problems in doubly connected domains
Borghini S.
Primo
2022
Abstract
In this work, we employ the technique developed in [2] to prove rotational symmetry for a class of Serrin-type problems for the standard Laplacian. We also discuss in some length how our strategy compares with the classical moving plane method.
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