activity
20152019
most citedEntire Constant Mean Curvature Graphs in

2 citations · 2 across the 5 of their papers we have counts for

collaborators

6 papers

math.DG2019

On Totally umbilical surfaces in the warped product

Ady Cambraia, Abigail Folha, Carlos Peñafiel

In this article we classify the totally umbilical surfaces which are immersed into a wide class of Riemannian manifolds having a structure of warped product, more precisely, we sho…

math.DG2019★ 2 cited

Entire Constant Mean Curvature Graphs in

Abigail Folha, Harold Rosenberg

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

math.DG2018

Height estimates for -surfaces in the warped product

Abigail Folha, Carlos Peñafiel, Walcy Santos

In this article, we consider compact surfaces having constant mean curvature (-surfaces) whose boundary is tr…

math.DG2015

Weingarten type surfaces in and

Abigail Folha, Carlos Peñafiel

In this article, we study complete surfaces , isometrically immersed in the product space or having positive extrin…

math.DG2015

The Gauss map and second fundamental form of surfaces in a Lie group

Abigail Folha, Carlos Penafiel

In this article, we give the integrability conditions for the existence of an isometric immersion from an orientable simply connected surface having prescribed Gauss map and positi…

math.DG2015

Free boundary minimal surfaces in the unit 3-ball

Abigail Folha, Frank Pacard, Tatiana Zolotareva

In a recent paper A. Fraser and R. Schoen have proved the existence of free boundary minimal surfaces in which have genus and boundary components, for all $ n…