AbstractIn this paper, by applying the Omori–Yau generalized maximum principle for complete Riemannian manifolds, we obtain Bernstein-type results concerning complete spacelike hypersurfaces with constant mean curvature immersed in the Lorentzian product space −R×Hn
We provide a unified description of Heinz-type mean curvature estimates under an assumption on the g...
We obtain a gradient estimate for the Gauss maps from complete spacelike constant mean curvature hyp...
AbstractIn this paper, as suitable applications of the so-called Omori–Yau generalized maximum princ...
AbstractIn this paper, by applying the Omori–Yau generalized maximum principle for complete Riemanni...
In this work we establish suffcient conditions to ensure that an entire spacelike graph immersed wit...
In this work we establish suffcient conditions to ensure that an entire spacelike graph immersed wit...
We study spacelike hypersurfaces with functionally bounded mean curvature in Lorentzian warped produ...
Abstract In this paper, we obtain height estimates for spacelike hypersurfaces Σ n of constant k-mea...
We studied the geometry of hypersurfaces of complete constant higher order mean curvature, both in t...
In this thesis, we study complete space-like hypersurfaces immersed in semi-Riemannian manifolds, sa...
Neste trabalho, usando uma adequada aplicação do chamado princípio do máximo generalizado de Omori-...
summary:In this paper, we study $n(n\ge 3)$-dimensional complete connected and oriented space-like h...
summary:In this paper, we study $n(n\ge 3)$-dimensional complete connected and oriented space-like h...
In this paper we study constant mean curvature surfaces Σ in a product space, M2 × R, where M2 is a ...
AbstractThe purpose of this paper is to study compact or complete spacelike hypersurfaces with const...
We provide a unified description of Heinz-type mean curvature estimates under an assumption on the g...
We obtain a gradient estimate for the Gauss maps from complete spacelike constant mean curvature hyp...
AbstractIn this paper, as suitable applications of the so-called Omori–Yau generalized maximum princ...
AbstractIn this paper, by applying the Omori–Yau generalized maximum principle for complete Riemanni...
In this work we establish suffcient conditions to ensure that an entire spacelike graph immersed wit...
In this work we establish suffcient conditions to ensure that an entire spacelike graph immersed wit...
We study spacelike hypersurfaces with functionally bounded mean curvature in Lorentzian warped produ...
Abstract In this paper, we obtain height estimates for spacelike hypersurfaces Σ n of constant k-mea...
We studied the geometry of hypersurfaces of complete constant higher order mean curvature, both in t...
In this thesis, we study complete space-like hypersurfaces immersed in semi-Riemannian manifolds, sa...
Neste trabalho, usando uma adequada aplicação do chamado princípio do máximo generalizado de Omori-...
summary:In this paper, we study $n(n\ge 3)$-dimensional complete connected and oriented space-like h...
summary:In this paper, we study $n(n\ge 3)$-dimensional complete connected and oriented space-like h...
In this paper we study constant mean curvature surfaces Σ in a product space, M2 × R, where M2 is a ...
AbstractThe purpose of this paper is to study compact or complete spacelike hypersurfaces with const...
We provide a unified description of Heinz-type mean curvature estimates under an assumption on the g...
We obtain a gradient estimate for the Gauss maps from complete spacelike constant mean curvature hyp...
AbstractIn this paper, as suitable applications of the so-called Omori–Yau generalized maximum princ...
DOI
Add to ORKG