We consider the p-Laplacian operator on a domain equipped with a Finsler metric. After deriving and recalling relevant properties of its first eigenfunction for p > 1, we investigate the limit problem as p -> 1.

The p-Laplace eigenvalue problem as p goes to 1 and Cheeger sets in a Finsler metric

NOVAGA, MATTEO
2008

Abstract

We consider the p-Laplacian operator on a domain equipped with a Finsler metric. After deriving and recalling relevant properties of its first eigenfunction for p > 1, we investigate the limit problem as p -> 1.
2008
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/2268352
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