[ Graphics Archive | Up | Comments ]
This image is from a Kaleidoscope you can actually build! Here a symmetry of hyperbolic three-space is illustrated. This image is not successful, for parts of the space are hidden. Still, its neat to look at. Any 2-dimensional discrete hyperbolic group of reflections can be physically rendered with one of these scopes. Unfortunately, one needs cylindrical mirrors, which are hard to find and cut up. By the way, reflection in a circle or sphere is not inversion but some strange map that preserves the combinatorics. For more information, see Unusual Kaleidoscopes
How to make it: Drafted and raytraced in SoftImage.
Image created: April 1995
Copyright © April 1995 by The Geometry Center, Univerity of Minnesota. All rights reserved.
For permission to use this image, contact firstname.lastname@example.org.
External viewing: small (0x0 0k gif), medium (0x0 0k gif), or original size (500x422 103k tiff).
The Geometry Center Home Page
Comments to: email@example.com
Created: Sat May 22 23:17:51 CDT 1999
Last modified: Sat May 22 23:17:51 CDT 1999