401-3533-70L  Topics in Riemannian Geometry

SemesterHerbstsemester 2021
DozierendeU. Lang
Periodizitäteinmalige Veranstaltung

KurzbeschreibungSelected topics from Riemannian geometry in the large: triangle and volume comparison theorems, Milnor's results on growth of the fundamental group, Gromov-Hausdorff convergence, Cheeger's diffeomorphism finiteness theorem, the Besson-Courtois-Gallot barycenter method and the proofs of the minimal entropy theorem and the Mostow rigidity theorem for rank one locally symmetric spaces.
SkriptLecture notes will be provided.