18 citations · 68 across the 18 of their papers we have counts for
7 papers · 1 filter
Geometric finiteness in paracomplex hyperbolic spaces
Tianqi Wang, Zhufeng Yao, Tengren Zhang
We develop a framework for studying discrete subgroups of via the paracomplex hyperbolic space , a rank- pseudo-Riemannian symmetr…
Cusped Borel Anosov representations with positivity
Tengren Zhang, Gye-Seon Lee
We show that if a cusped Borel Anosov representation from a lattice to contains a unipotent element with a single…
Cusped Hitchin representations and Anosov representations of geometrically finite Fuchsian groups
Richard Canary, Tengren Zhang, Andrew Zimmer
We develop a theory of Anosov representation of geometrically finite Fuchsian groups in SL(d,R) and show that cusped Hitchin representations are Borel Anosov in this sense. We esta…
Regularity of limit sets of Anosov representations
Tengren Zhang, Andrew Zimmer
In this paper we establish necessary and sufficient conditions for the limit set of a projective Anosov representation to be a differentiable submanifold of projective space with H…
Coordinates on the augmented moduli space of convex RP^2 structures
John Loftin, Tengren Zhang
Let S be an orientable, finite type surface with negative Euler characteristic. The augmented moduli space of convex real projective structures on S was first defined and topologiz…
The Goldman symplectic form on the PGL(V)-Hitchin component
Zhe Sun, Tengren Zhang
This article is the second of a pair of articles about the Goldman symplectic form on the PGL(V)-Hitchin component of a closed, connected, oriented, hyperbolic surface S. We show t…
Flows on the PGL(V)-Hitchin component
Zhe Sun, Anna Wienhard, Tengren Zhang
In this article we define new flows on the Hitchin components for PGL(V). Special examples of these flows are associated to simple closed curves on the surface and give generalized…