Michael Chow

collaborators

4 papers

math.DS2026

Exponential prime orbit theorems for Anosov subgroups

Michael Chow, Pratyush Sarkar

Let $I^$ be a Zariski dense Anosov subgroup of a connected semisimple real algebraic group -- these are higher rank analogues of convex cocompact subgroups. Let us measure the Jord…

math.GT2025

Jordan and Cartan spectra in higher rank with applications to correlations

Michael Chow, Hee Oh

For a given $d$ -tuple $I ¨ = (I ¨ _{1}, \dots, I ¨ _{d}) : I^ \to G$ of faithful Zariski dense convex cocompact representations of a finitely generated group $I^$ , we study the correlations of len…

math.DS2025

Multiple correlations of spectra for higher rank Anosov representations

Michael Chow, Hee Oh

We describe multiple correlations of Jordan and Cartan spectra for any finite number of Anosov representations of a finitely generated group. This extends our previous work on corr…

math.DS2025

Exponential mixing of frame flows for convex cocompact locally symmetric spaces

Michael Chow, Pratyush Sarkar

Let $G$ be a connected center-free simple real algebraic group of rank one and $I^ < G$ be a Zariski dense torsion-free convex cocompact subgroup. We prove that the frame flow on $Î…