Curvature Estimates for Graphs Over Riemannian Domains

Título:

Curvature Estimates for Graphs Over Riemannian Domains

Autor:

Francisco Xavier Fontenele Neto

Ano:

2021

DOI:

10.1007/s12220-020-00497-w

Revista:

THE JOURNAL OF GEOMETRIC ANALYSIS (ONLINE)

ISSN:

1559002X

Home:

[doi:10.1007/s12220-020-00497-w]

Idioma:

Inglês

Buscar essa publicação no Google Acadêmico

Publicações com a mesma autoria

Submanifolds With Parallel Mean Curvature Vector in Pinched Riemannian Manifolds

On the Scalar Curvature of Compact Hypersurfaces

Sharp estimates for the size of balls in the complement of a hypersurface

A Tangency Principle and Applications

Some remarks on the Pigola-Rigoli-Setti version of the Omori-Yau maximum primciple

On the m-th mean curvature of compact hypersurfaces

Maximum principles for Hypersurfaces with Vanishing Curvature Functions in an Arbitrary Riemannian Manifold

The index of isolated umbilics on surfaces of non-positive curvature

Heinz type estimates for graphs in Euclidean space

The length of the second fundamental form, a tangency principle and applications