CGAL users discussion list

[jaymax <>]

Hello!

I am a newbie to cgal (not very sophisticated in much of solid geometries), not totally knowledgeable either on all its capabilities and not yet willing to read through the whole manual or set therof, unless it could be productive for the purpose(s) I have in mind. So if someone can tell me if what I am seeking to do is feasable with it, I'll be willing to climb the learning curve.

I have a convex hull polyhedra, an 'elongated hexagonal bipyramid', with 18 faces, 30 edges and 14 vertices, the dual polyhedra is a hexagonal bifrustum. I'd like to define the origin of the polyhedra by a set of generalized barycentric coordinates of/at the vertices. I'd like to tessallate and index the polehedra in 3-D space. In so doing I'd like to be able to convert any point in 3-D Cartesian coordinates to the indexed barycentric coordinate system and vice-versa.

I would want to think that this is within the ambit of cgal, and would appreciate any confirmation and directed reading towards this end.

Thank you!

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