Xref: utzoo sci.math:10385 comp.graphics:10567 Path: utzoo!attcan!uunet!mailrus!iuvax!rutgers!mcnc!thorin!homer.cs.unc.edu!leech From: leech@homer.cs.unc.edu Newsgroups: sci.math,comp.graphics Subject: Voronoi diagrams on a non-planar surface Keywords: Computational Geometry Message-ID: <12858@thorin.cs.unc.edu> Date: 22 Mar 90 18:21:57 GMT Sender: news@thorin.cs.unc.edu Reply-To: leech@homer.cs.unc.edu () Organization: University Of North Carolina, Chapel Hill Lines: 11 Expires: References: Sender: Followup-To: Does anyone have references to algorithms for constructing Voronoi diagrams/Delaunay triangulations on a non-planar metric surface? The general case would be nice, but even a restricted case for a sphere would be helpful. Preparata does not talk about this, and it's unclear how a divide-and conquer technique such as used in the plane would work. -- Jon Leech (leech@cs.unc.edu) __@/ "I met a wonderful new man. He's fictional, but you can't have everything." - Cecelia, _The Purple Rose of Cairo_