Abstract. We investigate the problem of finding complete strictly convex hyper-surfaces of constant curvature in hyperbolic space with a prescribed asymptotic boundary at infinity for a general class of curvature functions. 1
In a recent paper, M. Do Carmo and B. Lawson studied hypersurfaces M of constant mean curvature in h...
A set of conditions are given, each equivalent to the constancy of mean curvature of a surface in H3...
Abstract. Spacelike hypersurfaces of prescribed mean curvature in cosmological space times are const...
In this paper we continue our study of complete hypersurfaces in hyperbolic space Hn+1 of constant c...
Abstract. We show that for a very general and natural class of curvature func-tions, the problem of ...
We continue the work done in [2],[3] which investigates the problem of finding Weingarten hypersurfa...
We continue the work done in [2],[3] which investigates the problem of finding Weingarten hypersurfa...
Abstract. We give a geometric classification of regular ends with con-stant mean curvature 1 and fin...
Based on properties of n-subharmonic functions we show that a complete, noncompact, properly embedde...
The relationship between the geometry of a conformally compact manifold and the conformal geometry o...
AbstractWe prove that a bounded, complete hypersurface in hyperbolic space with normal curvatures gr...
In this talk I will report our recent works on convex hypersurfaces in hyperbolic space. To study hy...
Abstract. We prove curvature estimates for general curvature func-tions. As an application we show t...
Thesis (Ph.D.)--University of Washington, 2016-08This thesis considers asymptotically hyperbolic man...
29 pp.We consider the asymptotic behavior of properly embedded minimal surfaces in the product of th...
In a recent paper, M. Do Carmo and B. Lawson studied hypersurfaces M of constant mean curvature in h...
A set of conditions are given, each equivalent to the constancy of mean curvature of a surface in H3...
Abstract. Spacelike hypersurfaces of prescribed mean curvature in cosmological space times are const...
In this paper we continue our study of complete hypersurfaces in hyperbolic space Hn+1 of constant c...
Abstract. We show that for a very general and natural class of curvature func-tions, the problem of ...
We continue the work done in [2],[3] which investigates the problem of finding Weingarten hypersurfa...
We continue the work done in [2],[3] which investigates the problem of finding Weingarten hypersurfa...
Abstract. We give a geometric classification of regular ends with con-stant mean curvature 1 and fin...
Based on properties of n-subharmonic functions we show that a complete, noncompact, properly embedde...
The relationship between the geometry of a conformally compact manifold and the conformal geometry o...
AbstractWe prove that a bounded, complete hypersurface in hyperbolic space with normal curvatures gr...
In this talk I will report our recent works on convex hypersurfaces in hyperbolic space. To study hy...
Abstract. We prove curvature estimates for general curvature func-tions. As an application we show t...
Thesis (Ph.D.)--University of Washington, 2016-08This thesis considers asymptotically hyperbolic man...
29 pp.We consider the asymptotic behavior of properly embedded minimal surfaces in the product of th...
In a recent paper, M. Do Carmo and B. Lawson studied hypersurfaces M of constant mean curvature in h...
A set of conditions are given, each equivalent to the constancy of mean curvature of a surface in H3...
Abstract. Spacelike hypersurfaces of prescribed mean curvature in cosmological space times are const...
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