Add to ORKGWe prove that any regular domain in Minkowski space is uniquely foliated by spacelike constant mean curvature (CMC) hypersurfaces. This completes the classification of entire spacelike CMC hypersurfaces in Minkowski space initiated by Choi and Treibergs. As an application, we prove that any entire surface of constant Gaussian curvature in 2+1 dimensions is isometric to a straight convex domain in the hyperbolic plane
ABSTRACT. We study singularities of spacelike, constant (non-zero) mean curvature (CMC) surfaces in ...
The purpose of this thesis is to give a characterization of all spacelike constant mean curvature su...
A hypersurface $M \subset \overline{M}$ of the space form $\overline{M}$ has a canonical principal d...
We prove that any regular domain in Minkowski space is uniquely foliated by spacelike constant mean ...
International audienceWe prove that any regular domain in Minkowski space is uniquely foliated by sp...
In a famous paper, [3], Cheng and Yau solved the Bernstein problem in the Lorentz-Minkowski space Ln...
We obtain a gradient estimate for the Gauss maps from complete spacelike constant mean curvature hyp...
This paper concerns the global theory of properly embedded spacelike surfaces in three-dimensional M...
This paper concerns the global theory of properly embedded spacelike surfaces in three-dimensional M...
This paper concerns the global theory of properly embedded spacelike surfaces in three-dimensional M...
Minkowski space of dimension 2+1 is the Lorentzian analogue of Euclidean 3-space. It is well-known t...
We complete the global classification of spacelike surfaces in the Minkowski three-space with consta...
The authors apply the generalized Minkowski formula to set up a spherical theorem. It is shown that ...
53 pages, 9 figuresWe prove four results towards a description, in terms of the null support functio...
AbstractIn this paper we use the standard formula for the Laplacian of the squared norm of the secon...
ABSTRACT. We study singularities of spacelike, constant (non-zero) mean curvature (CMC) surfaces in ...
The purpose of this thesis is to give a characterization of all spacelike constant mean curvature su...
A hypersurface $M \subset \overline{M}$ of the space form $\overline{M}$ has a canonical principal d...
We prove that any regular domain in Minkowski space is uniquely foliated by spacelike constant mean ...
International audienceWe prove that any regular domain in Minkowski space is uniquely foliated by sp...
In a famous paper, [3], Cheng and Yau solved the Bernstein problem in the Lorentz-Minkowski space Ln...
We obtain a gradient estimate for the Gauss maps from complete spacelike constant mean curvature hyp...
This paper concerns the global theory of properly embedded spacelike surfaces in three-dimensional M...
This paper concerns the global theory of properly embedded spacelike surfaces in three-dimensional M...
This paper concerns the global theory of properly embedded spacelike surfaces in three-dimensional M...
Minkowski space of dimension 2+1 is the Lorentzian analogue of Euclidean 3-space. It is well-known t...
We complete the global classification of spacelike surfaces in the Minkowski three-space with consta...
The authors apply the generalized Minkowski formula to set up a spherical theorem. It is shown that ...
53 pages, 9 figuresWe prove four results towards a description, in terms of the null support functio...
AbstractIn this paper we use the standard formula for the Laplacian of the squared norm of the secon...
ABSTRACT. We study singularities of spacelike, constant (non-zero) mean curvature (CMC) surfaces in ...
The purpose of this thesis is to give a characterization of all spacelike constant mean curvature su...
A hypersurface $M \subset \overline{M}$ of the space form $\overline{M}$ has a canonical principal d...