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Rigidity for Serrin's Problem in Riemannian manifolds

Speaker: Maria Andrade (UFS)

Date: Friday, 27/03/2026 - 14h:00 GMT-3 (Brasilia - Buenos Aires)

Abstract:

This talk presents results on Serrin’s overdetermined problems in Riemannian manifolds. For manifolds endowed with a conformal vector field, we prove a Pohozaev-type identity to establish a Serrin-type rigidity result using the P-function approach introduced by Weinberger. This is joint work with Allan Freitas (UFPB, Brazil) and Diego Marín (Universidad de Granada, Spain).

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