Non-properly Embedded H-Planes in H^2xR

Abstract

For any $H$ in (0,1/2), we construct complete, non-proper, stable, simply-connected surfaces embedded in $H^{2}xR$ with constant mean curvature $H$.

Details added at referee's request. To appear in Mathematische Annalen

Cited by in corpus (1)

• Minimal Surfaces with Arbitrary Topology in H^2xR