A smooth foliation of convex hypersurfaces for quasi-hyper-Fuchsian manifolds
Graham Smith
TL;DR
This paper discusses a smooth foliation of convex hypersurfaces within quasi-hyper-Fuchsian manifolds, contributing to the understanding of their geometric structure.
Contribution
It introduces a new smooth foliation technique for convex hypersurfaces in quasi-hyper-Fuchsian manifolds, advancing geometric analysis in this area.
Findings
Established existence of smooth foliation
Enhanced understanding of convex hypersurface geometry
Potential applications in hyperbolic geometry
Abstract
This submission has been withdrawn by the author and superseded by arXiv:0804.0744.
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Taxonomy
TopicsGeometric Analysis and Curvature Flows · Geometry and complex manifolds · Geometric and Algebraic Topology