3 citations · 5 across the 4 of their papers we have counts for
4 papers
A non-spin method to the positive weighted mass theorem for weighted manifolds
Jianchun Chu, Jintian Zhu
In this paper, we investigate the weighted mass for weighted manifolds. By establishing a version of density theorem and generalizing Geroch conjecture in the setting of -scalar…
Riemannian Penrose inequality without horizon in dimension three
Jintian Zhu
Based on the -bubble method we are able to prove the following version of Riemannian Penrose inequality without horizon: if is a complete metric on $\mathbb R^3\setminus\{O\…
Incompressible hypersurface, positive scalar curvature and positive mass theorem
Jie Chen, Peng Liu, Yuguang Shi +1
In this paper, we prove for that if a differentiable -manifold contains a relatively incompressible essential hypersurface in some class , then it ad…
Area and Gauss-Bonnet inequalities with scalar curvature
Misha Gromov, Jintian Zhu
Let be an -dimensional Riemannian manifold with "large positive" scalar curvature. In this paper, we prove in a variety of cases that if "spreads" in directions…