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- From: Yohann <>
- To:
- Subject: [cgal-discuss] Re: Contrain faces within a 3d triangulation
- Date: Mon, 30 May 2011 01:21:01 -0700 (PDT)
I have to ask you why.
What would be the triangulation of the Schönhardt polyhedron with all of its
edges constrained?
The way I see it (not saying I am right) you would have three tetrahedra
filling the exterior concavities of the polyhedron and leaving the interior
space empty and not triangulatable. Both faces and edges would be indeed
constrained, but I doubt it is allowed to leave a void in a triangulation.
--
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- [cgal-discuss] Contrain faces within a 3d triangulation, Yohann, 05/27/2011
- Re: [cgal-discuss] Contrain faces within a 3d triangulation, Olivier Devillers, 05/27/2011
- [cgal-discuss] Re: Contrain faces within a 3d triangulation, Yohann, 05/27/2011
- Re: [cgal-discuss] Re: Contrain faces within a 3d triangulation, Olivier Devillers, 05/27/2011
- [cgal-discuss] Re: Contrain faces within a 3d triangulation, Yohann, 05/27/2011
- Re: [cgal-discuss] Re: Contrain faces within a 3d triangulation, Olivier Devillers, 05/28/2011
- [cgal-discuss] Re: Contrain faces within a 3d triangulation, Yohann, 05/30/2011
- Re: [cgal-discuss] Re: Contrain faces within a 3d triangulation, Olivier Devillers, 05/30/2011
- [cgal-discuss] Re: Contrain faces within a 3d triangulation, Yohann, 05/30/2011
- [cgal-discuss] Re: Contrain faces within a 3d triangulation, Yohann, 05/30/2011
- Re: [cgal-discuss] Re: Contrain faces within a 3d triangulation, Olivier Devillers, 05/28/2011
- [cgal-discuss] Re: Contrain faces within a 3d triangulation, Yohann, 05/27/2011
- Re: [cgal-discuss] Re: Contrain faces within a 3d triangulation, Olivier Devillers, 05/27/2011
- [cgal-discuss] Re: Contrain faces within a 3d triangulation, Yohann, 05/27/2011
- Re: [cgal-discuss] Contrain faces within a 3d triangulation, Olivier Devillers, 05/27/2011
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