If you want to treat your brain then try watching the MIT lectures by Professor Erik Demaine over at 6.849: Geometric Folding Algorithms: Linkages, Origami, Polyhedra (Fall 2010). Not sure if that was the most recent year his course was offered, but I’m sure you can find the latest version. I will not update this post or any links in any of my blogs, so as always, just Google the key words and you are bound to find what I’m pointing you at.
Among many cool results, the two prompting me to write this brief post were:
- The universality result that there is a crease pattern from which any modular cuboid polyhedron can be folded.
- The self-folding paper construction: a crease pattern can be folded in any way by electrical current stimulation. So we have Origamistless origami.
Ergo: the age of Transformers is upon us! Hahahaha!
Too bad artificial consciousness is not a paper fold.
I dunno man. … you see Demaine and his Dad with huge smiles on their faces, glass-blowing. folding cured crease patterns and chatting with John Conway and other legends, and you have to almost cry at the beauty of it all. So much life, so much joy, such intense devotion to art and science.
Oh yeah, … how many mathematicians have their work on permanent collection at MOMA?
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