Intrinsic geometry of convex ideal polyhedra in hyperbolic 3-space
Abstract
Description
The main result is that every complete finite area hyperbolic metric on a sphere with punctures can be uniquely realized as the induced metric on the surface of a convex ideal polyhedron in hyperbolic 3-space. A number of other observations are included.
13 pages; appeared in proceedings of the 1992 nordic math congress; very difficult to find
13 pages; appeared in proceedings of the 1992 nordic math congress; very difficult to find