Add to ORKGAbstract. If the scalar normal curvature of a spacelike maximal surface in a 5-dimensional normal contact Lorentzian manifold with constant φ-sectional curvature is constant, then the surface is totally geodesic or nonpositively curved
Let M be an n-dimensional space-like hypersurface in a locally symmetric Lorentz space, with n(n−1...
Abstract. The Gauss map of complete helicoidal (consequently rotational) sur-faces with non-zero con...
AbstractThe purpose of this paper is to study compact or complete spacelike hypersurfaces with const...
We study the immersion x: M M of a lorentzian surface M, having the geodetic property, in a lorentzi...
Abstract. We study fundamental properties of spacelike surfaces with harmonic inverse mean curvature...
We study fundamental properties of spacelike surfaces with harmonic inverse mean curvature in Lorent...
We study fundamental properties of spacelike surfaces with harmonic inverse mean curvature in Lorent...
Surfaces with parallel mean curvature vector play important roles in the theory of harmonic maps, di...
Let I ×f E²1 be a 3-dimensional Lorentzian warped product manifold with the metric g˜ = dt² + f² (t)...
AbstractIn this paper we use the standard formula for the Laplacian of the squared norm of the secon...
AbstractThe purpose of this paper is to study compact or complete spacelike hypersurfaces with const...
It has been shown that a totally real surface in CP2 with parallel mean curvature vector and constan...
Let M be an n-dimensional space-like hypersurface in a locally symmetric Lorentz space, with n(n−1...
ABSTRACT. We study singularities of spacelike, constant (non-zero) mean curvature (CMC) surfaces in ...
Let M be an n-dimensional space-like hypersurface in a locally symmetric Lorentz space, with n(n−1...
Let M be an n-dimensional space-like hypersurface in a locally symmetric Lorentz space, with n(n−1...
Abstract. The Gauss map of complete helicoidal (consequently rotational) sur-faces with non-zero con...
AbstractThe purpose of this paper is to study compact or complete spacelike hypersurfaces with const...
We study the immersion x: M M of a lorentzian surface M, having the geodetic property, in a lorentzi...
Abstract. We study fundamental properties of spacelike surfaces with harmonic inverse mean curvature...
We study fundamental properties of spacelike surfaces with harmonic inverse mean curvature in Lorent...
We study fundamental properties of spacelike surfaces with harmonic inverse mean curvature in Lorent...
Surfaces with parallel mean curvature vector play important roles in the theory of harmonic maps, di...
Let I ×f E²1 be a 3-dimensional Lorentzian warped product manifold with the metric g˜ = dt² + f² (t)...
AbstractIn this paper we use the standard formula for the Laplacian of the squared norm of the secon...
AbstractThe purpose of this paper is to study compact or complete spacelike hypersurfaces with const...
It has been shown that a totally real surface in CP2 with parallel mean curvature vector and constan...
Let M be an n-dimensional space-like hypersurface in a locally symmetric Lorentz space, with n(n−1...
ABSTRACT. We study singularities of spacelike, constant (non-zero) mean curvature (CMC) surfaces in ...
Let M be an n-dimensional space-like hypersurface in a locally symmetric Lorentz space, with n(n−1...
Let M be an n-dimensional space-like hypersurface in a locally symmetric Lorentz space, with n(n−1...
Abstract. The Gauss map of complete helicoidal (consequently rotational) sur-faces with non-zero con...
AbstractThe purpose of this paper is to study compact or complete spacelike hypersurfaces with const...