Computational Origami and David Huffman
geeber writes "Here is an article about David Huffman's work in the mathematics of computational origami at the New York Times (soul sucking registration required). According to the article, computational origami, "also known as technical folding, or origami sekkei, draws on fields that include computational geometry, number theory, coding theory and linear algebra." David Huffman is also the inventor of Huffman coding used in MP3s and was mentioned prieviously here."
It's great to see someone so skillfully merge his knowledge of computer science and his appreciation for good aesthetics into such beautiful shapes. It seems many people who have an interest in programming and design try to merge these skills together, but more often than not the results are nothing but mindless attempts at combining the two just for the sake of it. It is good to see someone who has an real understanding of both and who can create meaningful examples of why each part is such a big part of the other.
Can we drop the lame "(soul sucking registration required)" comments everytime a NY Times or similiar news posting is displayed? Those who read here are quite knowledgeable in getting around the registration process; if not, someone's going to post a comment with a Google link within minutes of posting anyways.
A simple "reg. req." is sufficient.
It seems to me that this is just taking another piece of art and removing the uniqueness of it. By taking Origami to a technical level is similar to looking at computer generated images instead of works of art. Granted, the ideas that are being calculated are still unique, but the look and feel may not be.
Aj
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artlu.net
***General Consultant to the Human Race*** My opinions are free. You get what you pay for.
[...] Huffman coding used in MP3s [...]
Why does everything have to be compared to MP3s? Why couldn't it have been 'Huffman coding used in ZIP files' or '[...] used by GZip' or '[...] used by the huffyuv lossless video codec' or any of about 5 million other applications that use huffman coding. Most of which are a lot more specific than MP3 which also uses a cocktail of other techniques to achieve compression and is, above all else, lossy, which huffman coding isn't.
To be transmitted across the Internet, this message was broken down into bits, like MP3s are.
As usual, several areas of math that are widely considered "pure" rather than "applied" turn out to have real world implications. The relationship of something as apparently trivial as folding paper to compressing and encoding data is a remarkable example of isomorphism in itself, beyond that:
If you're funding education or pure research, you never know when something will unexpectedly prove useful, or even valuable.
If you're the NSA, the RIAA, or any regulator you never know when or where the djinni will get out of the bottle.
(Insert pithy saying about chinese ideograms for danger and opportunity being isomorphic)
Who is John Cabal?
Do you know how many hours do classical musicians practice per day their technique? Obviously not.
Do you know how many hours do dancers practice their physical technoique? Certainly not.
Do you know that many of the most insightful writers will be voraceous readers and will constantly refer to grammar books, dictionaries and other technical resources? It would seem you don't.
Inspiration is frankly overrated, such point of view regarding "inspiration by the muses" so highly is a hangover of the XIX century romantic mentalitly, which of course forgot how the artists of that time worked uncountable hours to polish their technique.
IANAL but write like a drunk one.