CGAL users discussion list

[Mariette Yvinec <>]

 wrote:

> I will try to explain it better:
> I have two neighbouring points in regular triangulation and i compute 
> weighted circumcenters of all cells, which have both those points as vertices 
> (presume that noone of this cells is infinite). Will the amount of these 
> weighted circumcenters be grater than 2 in every case?
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>  
if you speak about a 3D triangulation, you have at least three 
tetrahedral cells around each edge
and each of them has a weighted circumcenters which,
except  of course in degenerated cases, are distinct weighted points