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Re: Re: RE: Re: Re: [cgal-discuss][Nef_polyhedron]A morecomplexbutstillsimplequestion
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- From: "Max" <>
- To: "" <>
- Subject: Re: Re: RE: Re: Re: [cgal-discuss][Nef_polyhedron]A morecomplexbutstillsimplequestion
- Date: Thu, 7 Feb 2008 14:34:53 +0800
- Disposition-notification-to: "Max" <>
- Organization: LoadCom
>Hello Stephen,
>
>Thanks for your information.
>I'll test with this kernel and checkout the related archive.
I've digged into the archive and found the answer Peter Gave you:
Just use the undocumented function:
N = N.intersection(Plane_3(a,b,c,d));
If I understand correctly, it's senmatically equivalent to
N = N * Nef_3(Plane_3(a,b,c,d), Nef_3::INCLUDED);
except the fact that with it it's not mandatory to use an extended kernel.
>>Hi guys,
>>
>>Please find the conversation Peter and I have on the archives, the
>>half-spaces question has been answered previously there! Peter, you have
>>sent these to me!
>>
>>Max, I also use double coordinates with half-plane operations. I have used
>>Cartesian<Gmpq> (exact constructions, exact predicates).
One more question:
Do you use the indexed items type, i.e. SNC_indexed_items, or just the
default one?
Thanks
Max
>>
>>Stephen
>
>
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex butstillsimplequestion, (continued)
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex butstillsimplequestion, Max, 02/05/2008
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex butstillsimplequestion, Max, 02/06/2008
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex butstillsimplequestion, Max, 02/06/2008
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex butstillsimplequestion, Peter Hachenberger, 02/06/2008
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complexbutstillsimplequestion, Max, 02/06/2008
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex butstillsimplequestion, Peter Hachenberger, 02/06/2008
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complexbutstillsimplequestion, Max, 02/06/2008
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complexbutstillsimplequestion, Peter Hachenberger, 02/06/2008
- RE: Re: Re: [cgal-discuss][Nef_polyhedron]A more complexbutstillsimplequestion, Stephen Wong, 02/06/2008
- Re: RE: Re: Re: [cgal-discuss][Nef_polyhedron]A morecomplexbutstillsimplequestion, Max, 02/07/2008
- Re: Re: RE: Re: Re: [cgal-discuss][Nef_polyhedron]A morecomplexbutstillsimplequestion, Max, 02/07/2008
- Re: Re: RE: Re: Re: [cgal-discuss][Nef_polyhedron]A morecomplexbutstillsimplequestion, Max, 02/07/2008
- Re: Re: Re: RE: Re: Re: [cgal-discuss][Nef_polyhedron]A morecomplexbutstillsimplequestion, Max, 02/07/2008
- Re: Re: Re: RE: Re: Re: [cgal-discuss][Nef_polyhedron]A morecomplexbutstillsimplequestion, Peter Hachenberger, 02/07/2008
- Re: [cgal-discuss][Nef_polyhedron]Amorecomplexbutstillsimplequestion, Max, 02/07/2008
- Re: [cgal-discuss][Nef_polyhedron]Amorecomplexbutstillsimplequestion, Peter Hachenberger, 02/07/2008
- Re: Re:[cgal-discuss][Nef_polyhedron]Amorecomplexbutstillsimplequestion, Max, 02/07/2008
- Re: Re:[cgal-discuss][Nef_polyhedron]Amorecomplexbutstillsimplequestion, Max, 02/07/2008
- Re: [cgal-discuss][Nef_polyhedron] How to mannualy construct a (non-manifold) Nef_polyhedron?, Peter Hachenberger, 02/04/2008
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