|the LiveGraphics3D applet and interesting sites||06-05-2021
How to leave this page? Good question!
Of course you can use the "previous page" button or return to the home page, but you may also discover other sites devoted to polyhedra by clicking on one of the labels on the globe.
The zoom function let you better distinguish the labels.
As soon as the pointer enters an applet zone the applet takes the focus and keeps it until it leaves the zone (click outside an applet to reactivate the keyboard shortcuts).
If, to reach a pop-up window P, the pointer goes over an applet in the main window M, this applet, and thus also M, picks up again the focus and may hide P (use the task bar to give the focus back to P or minimize M).
|New York||Hundreds of polyhedra and sculptures by George W. Hart (needs a VRML plug-in) |
and his polyhedron generator using John Conway's notation.
|Seattle WA||An impressive collection of applets with a lot of data by David I. McCooey.|
|Brisbane||Many very nice POV-Ray images with the data used to define the displayed polyhedron (Object File Format).|
|Illinois||The polyhedra in Eric W. Weisstein's MathWorld encyclopedia (Wolfram) with LiveGraphics3D.|
|Erlangen||The regular and normal kaleidocycles' theory by Marcus Engel, with a nice applet.|
|Zaragoza||Study of an IsoAxis object with a video clip (in Spanish, translation in French).|
|Brussels||The course by Xavier Hubaut: polyhedra and groups of isometries (in French).|
|Rennes||Nice pages by Nicolas Hannachi, especially about "kissing circles" and "kissing spheres" (in French).|
|Terrace||Poly is a must to begin with convex polyhedra.|
|Melbourne||Great Stella is a very complete program to explore the polyhedra world and create your own models;
a paper by the author, published in Symmetry: Culture and Science review, summarizes the many features offered by Stella, and takes stock up of the research in polyhedra theory.
Stella4D by Robert Webb is the ultimate tool for 3D (polyhedra) and 4D (polytopes) investigations.
To produce the images animated with LiveGraphics3D by Martin Kraus (Germany) I used Mathematica, Great Stella by Robert Webb (Australia), Hedron by Jim McNeill (United Kingdom) and the polyhedron generator (John Conway's notation) by George W. Hart (USA).
Data from Eric Hackenholz, Christian Camalon and Hubert Martineau (Reunion Island, France), Xavier Hubaut (Free University of Brussels), Eric W. Weisstein (Wolfram Research, USA), George W. Hart (New York), Guy Inchbald (United Kingdom), Nicolas Hannachi (France), Arnaud Chéritat (France) and Maurice Starck (New-Caledonia, France).