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20112025
most citedKazdan-Warner equation on graph in the negative case

55 citations · 329 across the 34 of their papers we have counts for

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Showing 2018Show all

7 papers · 1 filter

math.AP2018★ 2 cited

A note on limit of first eigenfunctions of -Laplacian on graphs

Huabin Ge, Bobo Hua, Wenfeng Jiang

We study the limit of first eigenfunctions of (discrete) -Laplacian on a finite subset of a graph with Dirichlet boundary condition, as We prove that up to a subsequen…

math.GT2018★ 2 cited

Rigidity of the hexagonal Delaunay triangulated plane

Song Dai, Huabin Ge, Shiguang Ma

We show the rigidity of the hexagonal Delaunay triangulated plane under Luo's PL conformality. As a consequence, we obtain a rigidity theorem for a particular type of locally finit…

cs.GR2018

Conformal Mesh Parameterization Using Discrete Calabi Flow

Hui Zhao, Xuan Li, Huabin Ge +2

In this paper, we introduce discrete Calabi flow to the graphics research community and present a novel conformal mesh parameterization algorithm. Calabi energy has a succinct and…

math.DG2018

3-dimensional Combinatorial Yamabe Flow in Hyperbolic Background Geometry

Huabin Ge, Bobo Hua

We study the 3-dimensional combinatorial Yamabe flow in hyperbolic background geometry. For a triangulation of a 3-manifold, we prove that if the number of tetrahedra incident to e…

math.DG2018★ 9 cited

On the deformation of ball packings

Huabin Ge, Wenshuai Jiang, Liangming Shen

In this paper, we study the geometric aspects of ball packings on , where is a triangulation on a 3-manifold . We introduce a combinatorial Yamabe…

math.DG2018★ 1 cited

The Kähler-Ricci flow on pseudoconvex domains

Huabin Ge, Aijin Lin, Liangming Shen

We establish the existence of Kähler-Ricci flow on pseudoconvex domains with general initial metric without curvature bounds. Moreover we prove that this flow is simultaneously com…

math.AP2018

A note on Liouville type equations on graphs

Huabin Ge, Bobo Hua, Wenfeng Jiang

In this note, we study the Liouville equation on a graph G satisfying certain isoperimetric inequality. Following the idea of W. Ding, we prove that there exists a unif…