25
AVR
AVR
The Gauss-Bonnet-Chern Formula for Riemannian manifolds with conical singularities or conical ends
Colloque / Congrès / Forum
Ouvert au grand public
25.04.2023 17:15
Présentiel
In this talk I will introduce the notion of conical end and (fibered) conic singularity for a Riemannian manifold and I will present
a Gauss-Bonnet formula in this context.
The deviation from the classical formula (proved in the 1940s by Allendoerfer, Weil and Chern) is a contribution for each end and each conical singularity of a term which is expressed as a sum of Lipschitz-Killing curvatures.
a Gauss-Bonnet formula in this context.
The deviation from the classical formula (proved in the 1940s by Allendoerfer, Weil and Chern) is a contribution for each end and each conical singularity of a term which is expressed as a sum of Lipschitz-Killing curvatures.
Quand?
25.04.2023 17:15
Où?
Organisation
Département de mathématiques
isabella.schmutz@unifr.ch
isabella.schmutz@unifr.ch
Intervenants
Prof. Marc Troyanov, EPFL
Site PER 08
