Yuhao Hu

most citedRigidity of 3D spherical caps via

μ

-bubbles

13 citations · 14 across the 2 of their papers we have counts for

collaborators

2 papers

math.DG2023★ 1 cited

Rigidity and Non-Rigidity of $H^{n} / Z^{n - 2}$ with Scalar Curvature Bounded from Below

Tianze Hao, Yuhao Hu, Peng Liu +1

We show that the hyperbolic manifold $H^{n} / Z^{n - 2}$ is not rigid under all compactly supported deformations that preserve the scalar curvature lower bound $-n(n-1)…

math.DG2022★ 13 cited

Rigidity of 3D spherical caps via $μ$ -bubbles

Yuhao Hu, Peng Liu, Yuguang Shi

By using Gromov's $μ$ -bubble technique, we show that the $3$ -dimensional spherical caps are rigid under perturbations that do not reduce the metric, the scalar curvature, and the m…

Rigidity and Non-Rigidity of Hn/Zn−2 with Scalar Curvature Bounded from Below

Rigidity of 3D spherical caps via μ-bubbles

Rigidity and Non-Rigidity of $H^{n} / Z^{n - 2}$ with Scalar Curvature Bounded from Below

Rigidity of 3D spherical caps via $μ$ -bubbles