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SUMMARY:The asymptotic behavior of the first Robin eigenvalue with negativ
 e parameter as $p$ goes to $+\\infty$ - Rosa Barbato (Università degli St
 udi di Napoli Federico II)
DTSTART:20260205T160500Z
DTEND:20260205T162000Z
UID:TALK241576@talks.cam.ac.uk
DESCRIPTION:AbstractIn this paper\, we want to study the asymptotic behavi
 or of the first $p$-Laplacian eigenvalue\, with Robin boundary conditions\
 , with negative boundary parameter. In particular\, we prove that the limi
 t of the eigenfunctions is a viscosity solution for the infinity Laplacian
  eigenvalue problem.Co-AuthorsFrancesca de GiovanniAlba Lia Masiello
LOCATION:Seminar Room 1\, Newton Institute
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