Links and experimental Mathematica notebooks on Voronoi diagrams

Warning: the following code is presented as is. No guarantee for a correct outcome is given. The only aim of the code is to give a clue of what is going on.

Java applets (by others).: VoroGlide Voronoi diagram with movable points.; Triangle fills Creates an altitude map from a mesh.
Mathematica macro files:: mima.m Needed for seriestype.nb and limitvor.nb.; Vertex Enumeration package Used in kvoronoi.nb.
Mathematica notebooks:: seriestype.nb Type for list of polynomial sites.; limitvor.nb Limit Voronoi diagram for list of polynomial sites.; kvoronoi.nb Computes and visualizes all higher order Voronoi diagrams simultaneously.; kthdelaunay.nb Computes and visualizes some dual of the k-th order Voronoi diagram.
Roderik Lindenbergh
r.c.lindenbergh@geo.tudelft.nl
November 2002