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Tengren Zhang

Positively ratioed representations
2019 · Giuseppe Martone, Tengren Zhang · Commentarii Mathematici Helvetici · 27
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Flows on the $$\mathbf{PGL(V)}$$-Hitchin Component
2020 · Zhe Sun, Anna Wienhard, et al. · Geometric and Functional Analysis · 24
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Degeneration of Hitchin Representations Along Internal Sequences
2016 · Tengren Zhang · 23
Regularity of limit sets of Anosov representations
2024 · Tengren Zhang, Andrew Zimmer · Journal of Topology · 21
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Cusped Hitchin representations and Anosov representations of geometrically finite Fuchsian groups
2022 · Richard Canary, Tengren Zhang, et al. · Advances in Mathematics · 21
Entropy rigidity for cusped Hitchin representations
2026 · Richard Canary, Tengren Zhang, et al. · Journal of Topology · 20
Patterson–Sullivan measures for transverse subgroups
2024 · Richard Canary, Tengren Zhang, et al. · Journal of Modern Dynamics · 17
Affine actions with Hitchin linear part
2019 · Jeffrey Danciger, Tengren Zhang · Geometric and Functional Analysis · 13
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Deforming convex real projective structures
2017 · Anna Wienhard, Tengren Zhang · Geometriae Dedicata · 13
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The Goldman Symplectic Form on the PGL(V)-Hitchin Component
2025 · Zhe Sun, Tengren Zhang · Memoirs of the American Mathematical Society · 11
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Patterson–Sullivan measures for relatively Anosov groups
2025 · Richard Canary, Tengren Zhang, et al. · Mathematische Annalen · 9
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The Goldman symplectic form on the PSL(V)-Hitchin component
2017 · Zhe Sun, Tengren Zhang · arXiv (Cornell University) · 9
d‐Pleated surfaces and their shear‐bend coordinates
2026 · Sara Maloni, Giuseppe Martone, et al. · Proceedings of the London Mathematical Society · 6
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Weakly positive and directed Anosov representations
2022 · Sungwoon Kim, Ser Peow Tan, et al. · Advances in Mathematics · 5
Geometry and Dynamics of Transverse Groups
2025 · Canary, Richard, Zhang, Tengren, et al. · arXiv (Cornell University) · 4
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Positive representations over real closed fields
2026 · Flamm, Xenia, Tholozan, Nicolas, et al. · arXiv (Cornell University) · 3
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Geometry of the Hitchin Component.
2015 · Tengren Zhang · Deep Blue (University of Michigan) · 3
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A rigidity theorem for complex Kleinian groups
2026 · Richard Canary, Tengren Zhang, et al. · International Mathematics Research Notices · 2
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Orbital counting for relatively Anosov groups
2026 · Canary, Richard, Zhang, Tengren, et al. · arXiv (Cornell University) · 1
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Weakly positive representations
2020 · Sungwoon Kim, Ser Peow Tan, et al. · arXiv (Cornell University) · 1
Geometric finiteness in paracomplex hyperbolic spaces
2026 · Wang, Tianqi, Yao, Zhufeng, et al. · arXiv (Cornell University)
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Cusped Borel Anosov representations with positivity
2024 · Gye-Seon Lee, Tengren Zhang · Geometriae Dedicata
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Works count: 29
Citation count: 235
H-index: 10
I10-index: 10
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