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Home > 2013 Mathematical Art Exhibition
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"Borromean links cage," by Roger Bagula (Lakeside, CA)

3.4" x 3.2" x 0.9", White plastic, 2012

The art work is made using Mathematica and 3d models that can be printed are obtained for most of the work. Since I was a boy I have drawn jet air planes and I have made a number of 3d models what I imagined. I have been studying ruled surfaces determined by torus knots and Möbius connecting surfaces. Here three links in a Borromean configuration are bridged by a cage surface. The bridge surface is not a Seifert surface, but a simple set of ruled Bezier surfaces. --- Roger Bagula

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American Mathematical Society