

Dynamics Associated to Anosov Representations: Some Geometric Consequences
By Andrés Sambarino


Thurston's Asymmetric Metrics for Anosov Representations
By Leon Carvajales
By Man-Chun Lee
Appears in collection : Not Only Scalar Curvature Seminar
In this talk, we will discuss the existence theory of Ricci-DeTurck flow when the initial metric is not smooth. This can be viewed as the Ricci Flow with a fixed gauge. As a application, we will discuss how we can use the geometric flow to study rigidity problems in scalar curvature when the metric is not entirely smooth. This is based on joint works with Chu, Tam and Huang.