Weyl laws for singular potentials
Presented by Julien Sabin (École Politechnique)
Abstract: Weyl laws provide asymptotics for the large eigenvalues and associated eigenfunctions of some Schrödinger operators.
In this talk, I will recall these laws and their sharp versions, and discuss their recent extension to the case of singular potentials that we obtained in a joint work with Rupert Frank (LMU/Caltech).
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