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20122022
most citedRicci curvature on birth-death processes

10 citations · 32 across the 23 of their papers we have counts for

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math.DG2022

Graphs with nonnegative curvature outside a finite subset, harmonic functions and number of ends

Bobo Hua, Florentin Münch

We study graphs with nonnegative Bakry-Émery curvature or Ollivier curvature outside a finite subset. For such a graph, via introducing the discrete Gromov-Hausdorff convergence we…

math.DG20211 cited

Every Salami has two ends

Bobo Hua, Florentin Münch

A salami is a connected, locally finite, weighted graph with non-negative Ollivier Ricci curvature and at least two ends of infinite volume. We show that every salami has exactly t…

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…

math.DG2020

Universal inequalities for Dirichlet eigenvalues on discrete groups

Bobo Hua, Ariel Yadin

We prove universal inequalities for Laplacian eigenvalues with Dirichlet boundary conditions on subsets of certain discrete groups. The study of universal inequalities on Riemannia…

math.DG20191 cited

Time analyticity of ancient solutions to the heat equation on graphs

Fengwen Han, Bobo Hua, Lili Wang

We study the time analyticity of ancient solutions to heat equations on graphs. Analogous to Dong and Zhang [DZ19], we prove the time analyticity of ancient solutions on graphs und…

math.DG2019

Ancient caloric functions on graphs with unbounded Laplacians

Bobo Hua

We study ancient solutions of polynomial growth to both continuous-time and discrete-time heat equations on graphs with unbounded Laplacians. We generalize Colding and Minicozzi's…