4 citations · 8 across the 5 of their papers we have counts for
5 papers
Integral Ricci curvature and the mass gap of Dirichlet Laplacians on domains
Xavier Ramos Olivé, Christian Rose, Lili Wang +1
We obtain a fundamental gap estimate for classes of bounded domains with quantitative control on the boundary in a complete manifold with integral bounds on the negative part of th…
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…
A curvature notion for planar graphs stable under planar duality
Yohji Akama, Bobo Hua, Yanhui Su +1
Woess \cite{Woess98} introduced a curvature notion on the set of edges of a planar graph, called -curvature in our paper, which is stable under the planar duality. We study geom…
Dirichlet p-Laplacian eigenvalues and Cheeger constants on symmetric graphs
Bobo Hua, Lili Wang
In this paper, we study eigenvalues and eigenfunctions of -Laplacians with Dirichlet boundary condition on graphs. We characterize the first eigenfunction (and the maximum eigen…
Sharp Fundamental Gap Estimate on Convex Domains of Sphere
Shoo Seto, Lili Wang, Guofang Wei
In their celebrated work, B. Andrews and J. Clutterbuck proved the fundamental gap (the difference between the first two eigenvalues) conjecture for convex domains in the Euclidean…