On deformations of hyperbolic 3–manifolds with geodesic boundary
On deformations of hyperbolic 3–manifolds with geodesic boundary
Let M be a complete finite-volume hyperbolic 3-manifold with compact non-empty geodesic boundary and k toric cusps, and let T be a geometric partially truncated triangulation of M. We show that the variety of solutions of consistency equations for T is a smooth manifold or real dimension 2k near the …