Maximum Principle and Symmetry for Minimal Hypersurfaces in H^nxR
Barbara NelliRicardo Sa EarpEric Toubiana
所有作者
Barbara NelliRicardo Sa EarpEric Toubiana
文献摘要
The aim of this work is to study how the asymptotic boundary of a minimal
hypersurface in H^nxR determines the behavior of the hypersurface at finite
points, in several geometric situations.