H. Rosenberg

activity

20012026

most citedThe half-space property and entire positive minimal graphs in M x R

30 citations · 168 across the 39 of their papers we have counts for

collaborators

44 papers

math.DG2026

Spheres under a Cauchy-Riemann inequality in $E (κ, τ)$ , and non-CMC Hopf tori

Hilário Alencar, Harold Rosenberg

For a smooth, connected, oriented surface $Σ$ , topologically a sphere, immersed in the homogeneous space $E (κ, τ)$ with $τ \neq = 0$ , we show that a one-sided Cauchy--Riemann-type inequa…

math.GT2026

Closed $4$ --Manifolds Foliated by Hyperplanes

José M. Espinar, Harold Rosenberg

Let $M^{4}$ be a closed, orientable $4$ --manifold carrying a transversely oriented $C^{2}$ codimension--one foliation whose leaves are diffeomorphic to $R^{3}$ . We prove that $M…

math.DG2022

Frankel property and Maximum Principle at Infinity for complete minimal hypersurfaces

José M. Espinar, Harold Rosenberg

In this paper, we study complete minimal hypersurfaces in Riemannian $n -$ manifolds $M^{n}$ for dimensions $4 \leq n \leq 7$ , and we obtain some results in the spirit of kno…

math.DG2019★ 2 cited

Entire Constant Mean Curvature Graphs in $H^{2} \times R$

Abigail Folha, Harold Rosenberg

For $0 \leq H < 1/2$ , we construct entire $H$ -graphs in $H^{2} \times R$ that are parabolic and not invariant by one parameter groups of isometries of $\mathbb{H}^2\tim…

math.DG2018★ 3 cited

Erratum to "Minimal surfaces in finite volume noncompact hyperbolic $3$ -manifolds"

Pascal Collin, Laurent Hauswirth, Laurent Mazet +1

This paper contains a correction of a mistake made in arXiv:1405.1324

math.DG2018

Minimal planes in asymptotically flat three-manifolds

Laurent Mazet, Harold Rosenberg

In this paper, we improve a result by Chodosh and Ketover. We prove that, in an asymptotically flat $3$ -manifold $M$ that contains no closed minimal surfaces, fixing $q \in M$ and a…

Spheres under a Cauchy-Riemann inequality in E(κ,τ), and non-CMC Hopf tori

Closed 4--Manifolds Foliated by Hyperplanes