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math.DG2020★ 21 cited
Combinatorial Ricci flows and the hyperbolization of a class of compact 3-manifolds
Ke Feng, Huabin Ge, Bobo Hua
We prove that for a compact 3-manifold M with boundary admitting an ideal triangulation T with valence at least 10 at all edges, there exists a unique complete hyperbolic metric wi…
math.DG2020
Combinatorial Ricci flows with applications to the hyperbolization of cusped 3-manifolds
Ke Feng, Huabin Ge, Bobo Hua
In this paper, we adopt combinatorial Ricci curvature flow methods to study the existence of cusped hyperbolic structure on 3-manifolds with torus boundary. For general pseudo 3-ma…