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[Adam Getchell <>]

Hi Sebastien,

Awesome, that is exactly what I was looking for!

On Tue, Apr 29, 2014 at 4:43 AM, Sebastien Loriot (GeometryFactory) <> wrote:

Not sure to understand what you want, are you looking for
number_of_finite_cells()  and co. ?
http://doc.cgal.org/latest/Triangulation_3/classCGAL_1_1Triangulation__3.html#a6a1038f90773f98e76176ea55ed752f2

On 04/29/2014 12:44 PM, Adam Getchell wrote:

Hello all,

If I run this code:

https://github.com/acgetchell/CDT-plusplus/tree/seed

And in particular, this function:

template <typename T>
void make_S3_simplicial_complex(T* S3, int number_of_simplices, int
number_of_timeslices) {
   // Start with a 3D sphere with two simplices
   S3->insert(typename T::Point(0,0,0));
   S3->insert(typename T::Point(1, 0, 0));
   S3->insert(typename T::Point(0, 1, 0));
   S3->insert(typename T::Point(0, 0, 1));
   //S3->insert(typename T::Point(0, 0, -1));
   // /In 3D with an infinite point we'll get 4 vertices, 10 edges
   /// 10 facets and 5 cells. The point at $\infty$ isn't counted
   /// but the edges, facets, and cells generated by it are

   assert(S3->dimension() == 3);

   std::cout  << "Initial seed has " << S3->number_of_vertices()
         << " vertices and "
         << S3->number_of_edges() << " edges and "
         << S3->number_of_facets() << " facets"
         << " and " << S3->number_of_cells() << " cells" << std::endl;

   assert(S3->dimension() == 3);
   assert(S3->is_valid());
}

I will get counts of edges, facets, and cells that represent the ones
generated by the infinite 5th point of the 3D simplex. Is this correct
behavior, and if so, what should I do to get the correct count of edges,
facets, and cells?

Thanks for any pointers,

--
Adam Getchell

about.me/adamgetchell <http://about.me/adamgetchell>

"Invincibility is in oneself, vulnerability in the opponent." -- Sun Tzu

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Adam Getchell

about.me/adamgetchell

"Invincibility is in oneself, vulnerability in the opponent." -- Sun Tzu