New blog post: using complex numbers to draw spiral tilings. It's an old idea, but I've always wanted to explain it in full. Plus, this time I include an interactive tool for drawing your own tilings!http://isohedral.ca/escher-like-spiral-tilings/ …
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Looks like pulling back by some rational function - gives some order two branch points.
@SaulSchleimer and I have some examples in Figures 7 and 8 of http://archive.bridgesmathart.org/2016/bridges2016-15.pdf … -
Yes! Thanks for the reminder of your paper. Also reminds me of a fun short film from Bridges 2017: http://gallery.bridgesmathart.org/exhibitions/2017-bridges-conference-short-film-festival/rwoodley …. I suppose that with more than two limit points, branch points become inevitable.
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Thanks! It's a conformal mapping formed by superposition of shifted copies of +/- Ln(z) Here's one with an Escher tessellationpic.twitter.com/cn8sOw4RF7
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