Area Maximizing Surfaces in Lorentzian Spaces
Autor
Caballero, Magdalena
Pelegrín, José A. S.
Rubio, Rafael M.
Editor
SpringerFecha
2021Materia
Maximal surfaceArea maximizing surface
Lorentzian space
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In this paper we provide new results for area maximizing compact spacelike surfaces with
boundary embedded in Lorentz-Minkowski space, as well as establish the uniqueness of the
Dirichlet problem for maximal graphs in the aforementioned space. Moreover, we extend our
results to more general Lorentzian spaces that admit an in nitesimal timelike symmetry.