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|Dodecahedral tesselation of the hypersphere|
A dissection of the 120 cell in twelve rings of 10 dodecahedra. Two sets of six rings form 2 solid interlocked tori. The film starts by showing the 600 cell, the dual of the 120 cell.
Added on 2016-02-21
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Where we enter the wonderful world first envisaged by Felix Klein. These pages where inspired by <A HREF="http://klein.math.okstate.edu/IndrasPearls/"target="new">"Indra's Pearls" </A>by David Mumford, Caroline Series and David Wright.
|3D inversive geometry|
Where we we find ways of filling spheres with spheres and do other strange things with this simplest of all 3D objects...
Different species of fractals in 3D...
| Circle Packings|
Where we discover the art of assembling kissing circles, and find out what Doyle spirals are.
|The M.C.Escher flavoured pages|
Where we find impossible geometry, tesselations and even the Droste effect.
Where we find Penrose, Voronoi and hyperbolic tilings..and where we have some fun with circles and spheres.We also encounter math surfaces, plane-filling curves, knot dynamics and take a mathematical look at the shape of Planet Earth.
Things like Celtic knots, spirals and 'Looms".
Fractal images, including general 3D fractals and the Mandelbulb.
Biomorphic: resembling or suggesting the forms of living organisms
Topics in topology
Copyright 2016 Jos Leys