kleindualinsideout 1 Topology Tuesday:  Klein's Quartickleindual 1 Topology Tuesday:  Klein's Quartic

If you are looking for a subject likely to inflame the hearts of mathematicians, make them slightly weak in the knees, and induce some distinctly poetical sentiments, Klein’s Quartic, first described by German mathematician Felix Klein in 1878, seems like a pretty good bet. Though the surface itself, per Wikipedia, “does not have a (non-trivial) 3-dimensional linear representation,” several prominent math-bloggers have produced models, projections, and plain-language written explanations attempting—and doing a pretty good job of it, IMHO—to communicate their passion for the construct:

The Eightfold Way is also the title of a sculpture derived from Klein’s Quartic that resides on the MSRI campus in Berkeley. [Thanks, Edmund!]

Sean Michael Ragan

I am descended from 5,000 generations of tool-using primates. Also, I went to college and stuff. I am a long-time contributor to MAKE magazine and makezine.com. My work has also appeared in ReadyMade, c’t – Magazin für Computertechnik, and The Wall Street Journal.


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