activity
20232026
most citedCircle packings and hyperbolic surfaces of finite type

1 citations · 1 across the 4 of their papers we have counts for

collaborators

5 papers

math.CV2026

Existence, Rigidity, and Discrete Schwarz--Pick Lemma for Generalized Hyperbolic Circle Packings with Boundary and Discrete Gaussian Curvatures

Yu Sun, Lei Bao, Wenhao Fu +1

This paper is concerned with generalized hyperbolic circle packings on compact bordered surfaces, endowed with finite polygonal cellular decompositions. We investigate the problem…

math.GT2026

Perron's method and spherical ideal circle patterns with prescribed total geodesic curvatures

Lishan Li, Jun Hu, Yi Qi +1

In this paper, we apply the classical Perron method to give a proof of the existence and uniqueness/rigidity result of a circle pattern on a closed surface equipped with conical sp…

math.GT2024

The Convergence of Prescribed Combinatorial Ricci Flows for Total Geodesic Curvatures in Spherical Background Geometry

Guangming Hu, Ziping Lei, Yu Sun +1

In this paper, we study the existence and rigidity of (degenerated) circle pattern metric with prescribed total geodesic curvatures in spherical background geometry. To find the (d…

math.GT2023

Hyperbolic Circle Packings and Total Geodesic Curvatures on Surfaces with Boundary

Guangming Hu, Yi Qi, Yu Sun +1

This paper investigates a generalized hyperbolic circle packing (including circles, horocycles or hypercycles) with respect to the total geodesic curvatures on the surface with bou…

math.GT2023★ 1 cited

Circle packings and hyperbolic surfaces of finite type

Te Ba, Guangming Hu, Yu Sun

This paper constructs hyperbolic polyhedral metrics via circle packings. We introduce the curvature of circles as a parameter to include all three types of constant curvature curve…