AbstractWe show that H-hypersurfaces of Hn×R contained in a vertical cylinder and with Ricci curvature with strong quadratic decay have mean curvature |H|>(n−1)/n
AbstractWe consider the H-system Δu=2H(u)ux∧uy on R2, where H∈C0(R3,R) satisfies H(q)=H∞+o(1/|q|) as...
Let Nn+1 be a Riemannian manifold with sectional curvatures uniformly bounded from below. When n = 3...
summary:In this paper, we study $n(n\ge 3)$-dimensional complete connected and oriented space-like h...
AbstractWe show that H-hypersurfaces of Hn×R contained in a vertical cylinder and with Ricci curvatu...
We prove a complete family of `cylindrical estimates' for solutions of a class of fully non-linear ...
AbstractIn this paper we study complete maximal spacelike hypersurfaces in anti-de Sitter space H1n+...
AbstractSharp estimates for the mean curvatures of hypersurfaces in Riemannian manifolds are known f...
AbstractIn this paper we investigate the mean curvature H of a radial graph in hyperbolic space Hn+1...
summary:In this paper, we deal with complete linear Weingarten hypersurfaces immersed in the hyperbo...
AbstractWe prove a vertical halfspace theorem for surfaces with constant mean curvature H=12, proper...
Consider F(N x R) the set of closed hypersurfaces M such that M C N x R) where N is a simply connect...
We study the evolution of a closed, convex hypersurface in ℝn+1 in direction of its normal vector, w...
AbstractWe describe all surfaces in S2×R and H2×R with holomorphic Abresch–Rosenberg differential (o...
Based on properties of n-subharmonic functions we show that a complete, noncompact, properly embedde...
We prove existence of graphs over exterior domains of H2 × {0}, of constant mean curvature H = 1 2 i...
AbstractWe consider the H-system Δu=2H(u)ux∧uy on R2, where H∈C0(R3,R) satisfies H(q)=H∞+o(1/|q|) as...
Let Nn+1 be a Riemannian manifold with sectional curvatures uniformly bounded from below. When n = 3...
summary:In this paper, we study $n(n\ge 3)$-dimensional complete connected and oriented space-like h...
AbstractWe show that H-hypersurfaces of Hn×R contained in a vertical cylinder and with Ricci curvatu...
We prove a complete family of `cylindrical estimates' for solutions of a class of fully non-linear ...
AbstractIn this paper we study complete maximal spacelike hypersurfaces in anti-de Sitter space H1n+...
AbstractSharp estimates for the mean curvatures of hypersurfaces in Riemannian manifolds are known f...
AbstractIn this paper we investigate the mean curvature H of a radial graph in hyperbolic space Hn+1...
summary:In this paper, we deal with complete linear Weingarten hypersurfaces immersed in the hyperbo...
AbstractWe prove a vertical halfspace theorem for surfaces with constant mean curvature H=12, proper...
Consider F(N x R) the set of closed hypersurfaces M such that M C N x R) where N is a simply connect...
We study the evolution of a closed, convex hypersurface in ℝn+1 in direction of its normal vector, w...
AbstractWe describe all surfaces in S2×R and H2×R with holomorphic Abresch–Rosenberg differential (o...
Based on properties of n-subharmonic functions we show that a complete, noncompact, properly embedde...
We prove existence of graphs over exterior domains of H2 × {0}, of constant mean curvature H = 1 2 i...
AbstractWe consider the H-system Δu=2H(u)ux∧uy on R2, where H∈C0(R3,R) satisfies H(q)=H∞+o(1/|q|) as...
Let Nn+1 be a Riemannian manifold with sectional curvatures uniformly bounded from below. When n = 3...
summary:In this paper, we study $n(n\ge 3)$-dimensional complete connected and oriented space-like h...
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