Re: CCL:Inside or outside of a polyhedron

 OK, here is another one:
 1) Make a Delone tesselation for the polyhedron vortices.
 If it is convex, all Delone simplexes (tetrahedra) are inside
 the polyhedron.
 In this case if your point is inside of any of the simplexes (simplex is
 a tetrahedron - so check is simple (center of tetrahedron is always
 inside, connect center with your point and see wether the border is crossed)
 it is inside polyhedron.
 If polyhedron is not convex, there will be Delone simplexes connecting
 vortices which are entirely outside the polyhedron, and they can be excluded
 I believe it should work
 Mike
 Michael Kotelyanskii PhD
 Department of Chemical Engineering
 University of Delaware                          kotelyan(-(at)-)che.udel.edu
 Newark DE 19716