Rechercher


Accueil

Séminaire Math-Phys : Uniform Lp resolvent estimates for elliptic operators and applications

Mercredi 13 septembre 16:15-17:15 - Katya Krupchyk - UC Irvine

Séminaire Math-Phys : Uniform Lp resolvent estimates for elliptic operators and applications

Résumé : Uniform Lp resolvent estimates established by Kenig, Ruiz, and Sogge in the case of the Euclidean space, and their extensions to the case of Riemannian manifolds, turn out to be of major importance in numerous problems of spectral theory and PDE. In this talk we shall focus on their applications to the problem of the distribution of eigenvalues of Schrodinger operators with complex valued unbounded potentials, to the problem of absolute continuity of the spectrum of the periodic Schrodinger operator, as well as to inverse boundary problems.

Lieu : Salle A318

Pour en savoir plus sur cet événement, consultez l'article Séminaires Math-Physique