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The Borromean Ring Complement Manifold by Charlie Gunn

  
Three dimensional hyperbolic space, as seen by an inside observer, tiled with dodecahedra some of whose vertices are on the sphere at infinity. An arrow points to one of these ideal vertices.

Image created: 1990

[The Borromean Ring Complement Manifold]

Copyright © 1990 by The Geometry Center, Univerity of Minnesota. All rights reserved.
For permission to use this image, contact permission@geom.umn.edu.

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Created: Sat May 22 23:17:46 CDT 1999 --- Last modified: Sat May 22 23:17:46 CDT 1999