## On a fully nonlinear version of the Min-Oo Conjecture

Type:
Site:
Date:
11/09/2017 - 13:30 - 14:30
Salle:
2015
Orateur:
ESPINAR José
Localisation:
IMPA
Localisation:
Brésil
Résumé:

In this talk, we prove that the Min-Oo's conjecture holds if we consider a compact connected locally conformally flat manifold with boundary such that the eigenvalues of the Schouten tensor satisfy a fully nonlinear elliptic inequality, and the mean curvature of the boundary is controled bellow by the mean curvature of a geodesic ball in the standard unit-sphere.

This is a joint work with E. Barbosa and M.P. Cavalcante.