8 papers
Invariant -translators in Lorentz-Minkowski space
Antonio Bueno, Irene Ortiz
Given and , a -translator with velocity is an immersed surface in whose mean curvature satisfies $H=\lang…
The Plateau-Rayleigh instability of translating -solitons
Antonio Bueno, Rafael López, Irene Ortiz
Given a unit vector and , a translating -soliton is a surface in whose mean curvature satisfies $H=\langle N,\text…
Surfaces of prescribed linear Weingarten curvature in
Antonio Bueno, Irene Ortiz
Given and , we study immersed oriented surfaces in the Euclidean 3-space whose mean curvature and Gauss curvature…
Rotational surfaces of prescribed Gauss curvature in
Antonio Bueno, Irene Ortiz
We study rotational surfaces in Euclidean 3-space whose Gauss curvature is given as a prescribed function of its Gauss map. By means of a phase plane analysis and under mild assump…
Surfaces with prescribed mean curvature in
Antonio Bueno, Irene Ortiz
In this paper we study rotational surfaces in the space whose mean curvature is given as a prescribed function of their angle function. These surface…
Invariant hypersurfaces with linear prescribed mean curvature
Antonio Bueno, Irene Ortiz
Our aim is to study invariant hypersurfaces immersed in the Euclidean space , whose mean curvature is given as a linear function in the unit sphere …
First stability eigenvalue characterization of CMC Hopf tori into Riemannian Killing submersions
Miguel A. Meroño, Irene Ortiz
We find out upper bounds for the first eigenvalue of the stability operator for compact constant mean curvature orientable surfaces immersed in a Riemannian Killing submersion. As…
On the first stability eigenvalue of constant mean curvature surfaces into homogeneous 3-manifolds
Luis J. Alías, Miguel A. Meroño, Irene Ortiz
We find out upper bounds for the first eigenvalue of the stability operator for compact constant mean curvature surfaces immersed into certain 3-dimensional Riemannian spaces, in p…