- Circumnavigating a Cube and a Tetrahedron
Discusses the shortest closed routes on the surfaces of the the cube and the tetrahedron which cross or visit each face or edge, plus the shortest paths on the other three regular unit polyhedra.
(Rating: 0.00 Votes: 0) Rate It - Gallery of Polyhedra
All of the shapes can be made from books in the Tarquin catalogue. Can be viewed in virtual reality.
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Geometric model building courses to improve understanding of geometry, using a Matrix kit purchasable from the site in order to create the models yourself.
(Rating: 0.00 Votes: 0) Rate It - Juno's World
Three dimensional block puzzles, VRML polyhedra models, instructions for creating real-world shrinkable polyhedra models, and a gallery of images. In English and Japanese.
(Rating: 0.00 Votes: 0) Rate It - Martin's Pretty Polyhedra
Images generated by simulating n randomly placed, mutually repelling particles on a sphere. Simulations up to n = 257.
(Rating: 0.00 Votes: 0) Rate It - Paper Models of Polyhedra
More than eighty paper model templates, ready to cut out and fold up, available to print out or download.
(Rating: 0.00 Votes: 0) Rate It - Platonic Solids
Article in the Platonic Realms that explains why there can be only five regular polyhedra.
(Rating: 0.00 Votes: 0) Rate It - Platonic Spheres
The five regular polyhedra mapped onto the surface of their surrounding spheres, which can be rotated in java applets. Also includes a discussion of the mathematical properties of the shapes.
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Collection of VRML polyhedra models generated by a QuickBasic program named Hedron. A number of the models aren't seen elsewhere.
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An online encyclopaedia of polyhedra and related topics, including ray-traces and other data on the Platonic Solids, Kepler-Poinsot Polyhedra, and Archimedean Solids.
(Rating: 0.00 Votes: 0) Rate It - Polyhedral Templates
Doug Zongker's templates for paper models for each of the 5 Platonic solids and the 13 Archimedean semi-regular polyhedra.
(Rating: 0.00 Votes: 0) Rate It - Polyhedron Models Custom Built
An introduction to polyhedra by George Olshevsky, with their properties, specifications for his custom built models, and links to other pages.
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