3 papers
math.DG2023
Vertically invariant minimal surfaces in unimodular semidirect products
David Moya
A surface in a three-dimensional metric Lie group is said invariant if it is invariant with respect to a one-dimensional subgroup of the isometry group of . Is this work…
math.DG2022
Generalized Henneberg stable minimal surfaces
David Moya, Joaquín Pérez
We generalize the classical Henneberg minimal surface by giving an infinite family of complete, finitely branched, non-orientable, stable minimal surfaces in . These…
math.DG2021
Proper free-boundary minimal hypersurfaces with a rotational symmetry in the Schwarzschild space
Ezequiel Barbosa, David Moya
In this work we present a new family of properly embedded free boundary minimal hypersurfaces of revolution with circular boundaries in the horizon of the -dimensional Schwarzsc…