M. F. Elbert

collaborators

3 papers

math.DG2023

Stable free boundary surfaces with constant extrinsic curvature in $3$ -dimensional space forms

Leonardo Damasceno, Maria Fernanda Elbert

In this paper we use the notion of stability for free boundary surfaces with constant higher order mean curvature to obtain rigidity results for $H_{2}$ -surfaces with free boundary o…

math.DG2023

On Stability and Isoperimetry of Constant Mean Curvature Spheres of $H^{n} \times R$ and $S^{n} \times R .$

Ronaldo F. de Lima, Maria F. Elbert, Barbara Nelli

We approach the one-parameter family of rotational constant mean curvature (CMC) spheres of $H^{n} \times R$ and $S^{n} \times R$ focusing on their stabilit…

math.DG2022

Stable hypersurfaces with constant higher order mean curvature

Leonardo Damasceno, Maria Fernanda Elbert

We propose a notion of stability for capillary hypersurfaces with constant higher order mean curvature and we generalize some results of the classical stability theory for CMC capi…

Stable free boundary surfaces with constant extrinsic curvature in 3-dimensional space forms

On Stability and Isoperimetry of Constant Mean Curvature Spheres of Hn×R and Sn×R.

Stable hypersurfaces with constant higher order mean curvature

Stable free boundary surfaces with constant extrinsic curvature in $3$ -dimensional space forms

On Stability and Isoperimetry of Constant Mean Curvature Spheres of $H^{n} \times R$ and $S^{n} \times R .$