Analysis Seminar

Liam M MazurowskiCornell University
A Weyl law for the p-laplacian

Monday, August 30, 2021 - 2:40pm
Malott 406

The classical Weyl law describes the asymptotic growth rate of the spectrum of the laplacian. We show that there is a similar Weyl law governing the asymptotic growth of the variational spectrum of the p-laplace operator on a closed Riemannian manifold. The proof uses ideas of Gromov as well as Liokumovich-Marques-Neves.