The p-Laplace eigenvalue problem as p goes to 1 and Cheeger sets in a Finsler metric
Bernd Kawohl, Matteo Novaga · Journal of convex analysis · 2008
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.