CGAL users discussion list

[Peter Hachenberger <>]

On Fri, 2007-07-20 at 09:27 +0800, LoadCom wrote:
> Furthurmore, suppose I have a set of connected or disconnected triangles in 
> 3D space, 
> similar to the case of Arrangement_2, is it possible to get and traverse 
> all the 
> compositions of the complete 3D space generated(subdevided) by these 
> triangles?

Yes.