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- From: Peter Schröder ॐ <>
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- Subject: Re: [cgal-discuss] subdivision surface in 3D
- Date: Sat, 05 Sep 2009 07:21:30 -0700
Hanjoerg Seybold wrote:
As far as i know subdivision surfaces are some kind of tensor product splinesDear Hanjoerg,
to preserve c1 continuity.
they are often *based* on tensor product splines but generalize them. Others are based on k-direction splines and many are not based on splines at all. In all cases they goal is to be more general than what standard tensor product allows for.
Does anybody know if there are generaliyations to 3D no surfaces, but c1 continuous volumes!!!There is a construction by MacCracken et al. from many years ago which generalizes tri-cubic splines. And there is a construction by Schaefer et al. of a few years ago which is based on tet meshes. Since the co-dimension is 0 in these the big difficulty in practice is to avoid "self-overlap" (i.e., non-injectivity).
peter
- [cgal-discuss] subdivision surface in 3D, Hanjoerg Seybold, 09/05/2009
- Re: [cgal-discuss] subdivision surface in 3D, Peter Schröder ॐ, 09/05/2009
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