Speaker
Saez, Mariel
(Pontificia Universidad Catolica de Chile)
Description
The k-Yamabe problem is a fully non-linear extension of the classical Yamabe problem that seeks for metrics of constant k-curvature. In this talk I will discuss this equation from the point of view of geometric flows and provide existence and classification results for soliton solutions of the k-Yamabe flow in the positive cone.
This is joint work with Maria Fernanda Espinal.
