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Re: [cgal-discuss] voronoi of polygons


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  • From: Mahmood Naderan <>
  • To:
  • Subject: Re: [cgal-discuss] voronoi of polygons
  • Date: Fri, 25 Jan 2008 01:43:58 -0800 (PST)
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>I think CGAL can generate Voronoi diagrams for polygons with equal weights.
>See the CGAL User and Reference Manual. I don't remember which >chapter
>discuss it.

So as Menelaos said, there isn't...
Thanks,

-------------------
Mahmood Naderan
http://ce.sharif.edu/~m_naderan




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----- Original Message ----
From: 龚咏喜
<>

To:


Sent: Friday, January 25, 2008 11:32:59 AM
Subject: Re: [cgal-discuss] voronoi of polygons


hi!
I think CGAL can generate Voronoi diagrams for polygons with equal weights.
See the CGAL User and Reference Manual. I don't remember which chapter
discuss it.
However, Multiple Weighted Voronoi Diagrams for polygons have not been
supported by CGAL to my knowdge for edges for MWVDs are paths consisting of
conic curves, for examples, line segments(if we take it as a special case of
conics), circle segments, ellipse segments, parabola segments and hyperbola
segments, bounded conics.
I have ever looked for supports in CGAL for MWVDs for points, line segments
and polygons, but failed. So I developed a vector based library to generate
MWVDs for points, line segments and polygons. The basic of MWVDs for points,
line segments and polygons is the clipping algorithm for conic polygons. It
took me several months to implement it in C#. I am happy that it works very
well.
If you know any library for MWVDs for points, line segments and polygons,
please let me know. I want to compare different algorithms.
Thanks.







-------原邮件内容如下-------
发件人:"Mahmood Naderan"
<>

收件人:"CGAL discuss"
<>

日期:Fri, 25 Jan 2008 15:42:54 +0800 (CST)
主题:[cgal-discuss] voronoi of polygons





> Hello, > I want to know if Voronoi package is able to compute the voronoi
> diagram of a set of polygons. > > Also what does "CGAL::Voronoi_diagram_2
> ::Vertex" do? Is it for storing voronoi vertices (points that are
> intersection of edges)? > > Thanks, > ------------------- > Mahmood Naderan
> > http://ce.sharif.edu/~m_naderan >
>
> > > >
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