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General Interest:Fractals:CCL

Comb of Doom by David Ben-Zvi and Paul Burchard

  
This is an image of a two dimensional slices of the cubic connectedness locus. The locus (CCL for short) is a four-dimensional analog of the Mandelbrot set. This configuration is a good depiction of the "topologist's comb", a typical example of a non-locally connected set. (See also the long description.)

How to make it: This picture was created using the program "Brot", written at the Geometry Center by Linus Upson and Christine Heitsch.

Image created: summer, 1993

[Comb of Doom]

Copyright © summer, 1993 by The Geometry Center, Univerity of Minnesota. All rights reserved.
For permission to use this image, contact permission@geom.umn.edu.

External viewing: small (100x100 6k gif), medium (500x724 184k gif), or original size (531x768 253k tiff).

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Created: Sat May 22 23:17:50 CDT 1999 --- Last modified: Sat May 22 23:17:50 CDT 1999