Conférencier

GERASIM KOKAREV

Ludwig-Maximilian Universitat München

Allemagne

Extremal eigenvalue problems is an actively developing area of spectral geometry.

I will talk about the problems on Riemannian surfaces related to determining metrics of fixed area which maximise a given Laplace eigenvalue.

I will give a short survey on the subject, and outline an approach to extremal problems via the direct method of calculus of variations.

Date : Mercredi le 22 janvier 2014

Heure : 11h30

Lieu : Pavillon André-Aisenstadt

Salle : 6214