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- From: Gärtner Bernd <>
- To: <>, "cgal-discuss" <>
- Subject: AW: [cgal-discuss] Intersection Points in Higher Dimension
- Date: Fri, 28 Nov 2008 16:26:21 +0100
What you define in this way is an affine subspace, not a polytope. It has no
corners (vertices). Or do you have the implicit constraints x >= 0? And is
there just one equation, or more? Please provide some exact details in order
to enable us to help you.
Best regards,
Bernd.
________________________________
Von: Chaman Singh Verma
[mailto:]
Gesendet: Fr 28.11.2008 14:30
An: cgal-discuss
Betreff: [cgal-discuss] Intersection Points in Higher Dimension
Hello,
How can I know the intersection points of the polytope defined by
a_1 x_1 + a_2 x_2 + ..............................
.......... a_n x_n = b_1
.
.
.
where n is very large number. Besides knowing the corner vertices of
the polytope, I am interested in knowing the (n-2), (n-1) simplices.
Please let me know if they can be done using CGAL.
Thanks,
csv
Poona, India
- [cgal-discuss] Intersection Points in Higher Dimension, Chaman Singh Verma, 11/28/2008
- AW: [cgal-discuss] Intersection Points in Higher Dimension, Gärtner Bernd, 11/28/2008
- Re: [cgal-discuss] Intersection Points in Higher Dimension, Chaman Singh Verma, 11/28/2008
- AW: [cgal-discuss] Intersection Points in Higher Dimension, Gärtner Bernd, 11/28/2008
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