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- From: Olivier Devillers <>
- To:
- Subject: Re: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels
- Date: Thu, 20 Nov 2008 09:17:23 +0100
Why not the following.
compute the 3D Voronoi of your points.
(you can also add the center of the sphere, it will probably make the computation
faster and do not change the triangulation of the sphere provided that the
center is inside the convex hull)
for each edge from the infinite vertex
(I think there will be an iterator in next release
a work around in your case is to iterate on all edges asking if they are finite)
for each cell incident to that edge (there is a circulator ) (this loop describe a Voronoi cell on the sphere)
compute the Voronoi vertex on the sphere end for
end for
- [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, pgoeleven, 11/19/2008
- Re: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, Olivier Devillers, 11/20/2008
- [cgal-discuss] Deleting halfedges from a polyhedron, Jens K. Becker, 11/20/2008
- RE: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, pgoeleven, 11/20/2008
- Re: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, Andreas Fabri, 11/20/2008
- RE: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, pgoeleven, 11/20/2008
- Re: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, Olivier Devillers, 11/21/2008
- Re: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, Andreas Fabri, 11/20/2008
- <Possible follow-up(s)>
- Re: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, songbai, 11/20/2008
- Re: [cgal-discuss] Delaunay, convex hull, Voronoi, kernels, Olivier Devillers, 11/20/2008
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