2 papers
math.DG2023
The existence of inversive distance circle packing on hyperbolic polyhedral surface
Xiang Zhu
In this paper, we prove that given a hyperbolic polyhedral metric with an inversive distance circle packing, and a target discrete curvature satisfying Gauss-Bonnet formula, there…
math.DG2023
The existence of inversive distance circle packing on polyhedral surface
Xiang Zhu
We prove that for any discrete curvature satisfying Gauss-Bonnet formula, there exist a unique up to scaling inversive distance circle packing in the discrete conformal equivalent…