Subject: CGAL users discussion list
List archive
- From: Stephen Wong <>
- To: "" <>
- Subject: RE: Re: Re: [cgal-discuss][Nef_polyhedron]A more complexbutstillsimplequestion
- Date: Wed, 6 Feb 2008 09:44:37 -0800
- Accept-language: en-US, en-CA
- Acceptlanguage: en-US, en-CA
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).
Stephen
-----Original Message-----
From: Max
[mailto:]
Sent: February-06-08 5:10 AM
To:
Subject: Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more
complexbutstillsimplequestion
>I might have asked you this before, but why do you need halfspaces? If
>you only need halfspaces to perform intersections, then you don't need
>the extended kernels. I wrote an intersection routine that intersects a
>halfspace with a Nef polyhedron without constructing the halfspace
>explicitly.
where can I found the routine?
Thanks
B/Rgds
Max
>
>Peter
--
You are currently subscribed to cgal-discuss.
To unsubscribe or access the archives, go to
https://lists-sop.inria.fr/wws/info/cgal-discuss
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex but stillsimplequestion, (continued)
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex but stillsimplequestion, Max, 02/05/2008
- Re: Re: Re: [cgal-discuss][Nef_polyhedron]A more complex but stillsimplequestion, Peter Hachenberger, 02/05/2008
- 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 but stillsimplequestion, Max, 02/05/2008
- 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
Archive powered by MHonArc 2.6.16.