activity
20022026
most cited-minimal surface and manifold with positive -Bakry-Émery Ricci curvature

69 citations · 371 across the 58 of their papers we have counts for

collaborators

59 papers

math.DG2026

The Geometry and Dynamics of Spiral Minimal Products

Haizhong Li, Yongsheng Zhang

We study the spiral product , which couples two spherical -totally real immersed factors through a profile curve $γ=(z_1,z_2)\su…

math.DG2023★ 1 cited

Uniqueness of solutions to some classes of anisotropic and isotropic curvature problems

Haizhong Li, Yao Wan

In this paper, we apply various methods to establish the uniqueness of solutions to some classes of anisotropic and isotropic curvature problems. Firstly, by employing integral for…

math.DG2023

Asymptotic Plateau problem via equidistant hyperplanes

Han Hong, Haizhong Li, Meng Zhang

We show the existence of a complete, strictly locally convex hypersurface within that adheres to a curvature equation applicable to a broad range of curvature fu…

math.AP2023

A proof of Guo-Wang's conjecture on the uniqueness of positive harmonic functions in the unit ball

Pingxin Gu, Haizhong Li

Guo-Wang [Calc.Var.Partial Differential Equations,59(2020)] conjectured that for and , the positive solution to…

math.DG2023

Sharp upper bounds for the capacity in the hyperbolic and Euclidean spaces

Haizhong Li, Ruixuan Li, Changwei Xiong

We derive various sharp upper bounds for the -capacity of a smooth compact set in the hyperbolic space and the Euclidean space . Firstly, using…

math.DG2023

Spiral Minimal Products

Haizhong Li, Yongsheng Zhang

This paper exhibits a structural strategy to produce new minimal submanifolds in spheres based on two given ones. The method is to spin the given minimal submanifolds by a curve $γ…