Dihedral rigidity in hyperbolic 3-space

Abstract

We prove a comparison theorem for certain types of polyhedra in a 3-manifold with its scalar curvature bounded below by -6. The result confirms in some cases the Gromov dihedral rigidity conjecture in hyperbolic 3-space.

Gaoming Wang

Visiting Assistant Professor

My research interests include Geometric Analysis and Partial Differential Equations.