Dynamics Associated to Anosov Representations: Some Geometric Consequences - Lecture 2

Dynamics Associated to Anosov Representations: Some Geometric Consequences - Lecture 2

Explore the dynamics associated with Anosov representations and their geometric implications in this advanced mathematics lecture. Delve into Patterson-Sullivan Theory, critical hypersurfaces, dynamical intersection, and the dynamics of the θ-Weyl-chamber flow. Examine directional-conicality and its generalizations, and investigate the approach of dominated sequences to draw conclusions on the regularity of limit sets. Review key topics and relevant research from prominent mathematicians in the field, including Babillot-Ledrappier, Bridgeman-Canary-Labourie-S., Burger-Landesberg-Lee-Oh, and others. Gain insights into this complex area of mathematical study presented by Andrés Sambarino from CNRS & IMJ-PRG.