1 citations · 1 across the 5 of their papers we have counts for
6 papers
Eigenvalue Estimates for Schrödinger Operators on Ricci Shrinkers
Xu Cheng, Franciele Conrado, Neilha Pinheiro +1
Let be a complete Ricci shrinker satisfying and let denote its scalar curvature. For a confined function on , we obt…
An eigenvalue estimate for self-shrinkers in a Ricci shirinker
Franciele Conrado, Detang Zhou
In this paper, we study the drifted Laplacian on a hypersurface in a Ricci shrinker . We prove that the spectrum of is discrete for immersed hyp…
Spectrum of the drift Laplacian on Ricci expanders
Helton Leal, Matheus Vieira, Detang Zhou
In this paper, we study the spectrum of the drift Laplacian on Ricci expanders. We show that the spectrum is discrete when the potential function is proper, and we show that the hy…
A lower bound for the first eigenvalue of a minimal hypersurface in the sphere
Asun Jiménez, Carlos Tapia Chinchay, Detang Zhou
Let be a closed embedded minimal hypersurface in the unit sphere and let be the norm of its second fundamental form. In this work we pro…
Rigidity of compact quasi-Einstein manifolds with boundary
Johnatan Costa, Ernani Ribeiro, Detang Zhou
In this article, we investigate the geometry of compact quasi-Einstein manifolds with boundary. We show that a -dimensional simply connected compact quasi-Einstein manifold with…
The Wasserstein distance for Ricci shrinkers
Franciele Conrado, Detang Zhou
Let be a Ricci shrinker such that and the measure induced by the weighted volume element is a probabilit…