A Brief Note on Foliations of Constant Gaussian Curvature

Abstract

This note provides an alternative proof of a result of Labourie. We show that the two complements of the convex core of a three dimensional quasi-fuchsian hyperbolic manifold may be foliated by embedded hypersurfaces of constant Gaussian curvature.

References in corpus (1)

• Finite area and volume of pointed $k$-surfaces