On the limit set of Anosov representations

TL;DR

This paper investigates the properties of the limit set associated with Anosov representations, focusing on groups from convex projective structures and hyperbolic groups into semisimple Lie groups.

Contribution

It provides new insights into the structure and characteristics of limit sets for Anosov representations of hyperbolic groups.

Findings

Characterization of limit sets for convex real projective structures

Analysis of limit sets for hyperbolic groups in semisimple Lie groups

Connections between Anosov representations and geometric structures

Abstract

We study the limit set of discrete subgroups arising from Anosov representations. Specially we study the limit set of discrete groups arising from strictly convex real projective structures and Anosov representations from a finitely generated word hyperbolic group into a semisimple Lie group.