- about the author
- acknowledgments
- alphabetic index of all models
- Archimedean duals (index of models)
- Archimedean solids (index of models)
- art (misc.) (misc. german)
- Barbaro, Daniele
- bibliography
- canonical form
- classroom activities
- colorings, face colors
- compounds - introduction (index of models)
- compounds of cubes (index of models)
- compounds of uniform polyhedra (index of models)
- compounds - Harman's
- compounds spinning (Netscape only)
- constructions
- Conway notation
- copyright
- crystals
- cylinder intersecter
- da Vinci, Leonardo
- deltahedra (index of models)
- dice
- dissecting the rhombic enneacontahedron
- dissecting the rhombic triacontahedron
- dodecahedra
- duality
- Durer, Albrecht
- equal-faced and equal-vertexed
- Escher, M.C.
- glossary
- great disnub dirhombidodecahedron
- Greek numerical prefixes
- holyhedra
- intarsia
- intersecting faces
- intersection of five cubes
- introduction
- Jamnitzer, Wentzel
- Johnson solids (index of models)
- Leonardo da Vinci
- Kepler, Johannes
- Kepler-Poinsot polyhedra (index of models)
- naming polyhedra
- NetLib database
- Pacioli, Luca
- paper models
- parallelepipeds
- pentagrams
- Piero della Francesca
- Platonic relationships
- Platonic solids (index of models)
- polygons
- prisms and antiprisms (index of models) (prism-maker)
- pseudo rhombicuboctahedra
- pyramids and dipyramids (index of models)
- references
- Roman dodecahedra
- quasi-regular solids (index of models)
- sculpture gallery
- SEARCH
- Sharp, Abraham
- slide-togethers
- stellations --- introduction (index of models)
- stellations of the cuboctahedron
- stellations of the icosahedron (index of models)
- stellations of the rhombic triacontahedron (index of models)
- stellations of the triakis tetrahedron
- symmetry axes
- symmetry planes
- synestructics
- tensegrity structures
- the tetrahedrally stellated icosahedron
- tetrahedral stellations of the dodecahedron
- toroidal polyhedra
- transpolyhedra
- Uccello, Paolo
- uniform nonconvex polyhedra (index of models)
- VRML browser setup
- VRML problems
- VRML viewing tips
- wooden models
- Zometool models
- zonish polyhedra
- zonohedra, zonohedrification, (index of models)
- how many faces, edges, and vertices are there in each platonic solid ?
- how can an icosahedron be inscribed in a cube ?
- how many faces can an equilateral deltahedron have ?
- what is another way to color the compound of 5 tetrahedra ?
- what is inside the compound of 5 cubes ?
- how can the compound of 5 octahedra be a stellation of a 20-faced icosahedron when 5*8=40 ?
- why do deltahedra have an even number of faces ?
- which Johnson solids are chiral ?
- which Johnson solids have more than one axis of symmetry ?
- can you make a zonohedron with 20 faces ?
- for which rhombi are there two parallelepipeds ?

The following are exercise solutions. You shouldn't go to them without
first thinking about the exercise: