Topological data analysis/persistent homology in practice: http://bits.blogs.nytimes.com/2013/01/16/ayasdi-a-big-data-start-up-with-a-long-history/ … HT @CoBuddha https://twitter.com/CoBuddha/status/746133161445306368 …
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Cool! Can you recommend an overview on applications by any chance?
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Whoa! Say more plz?
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That makes sense!
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hmmm maybe I should try something for numerai...
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I am confused what cycles in homology data are supposed to pick up that you wouldn't just see w/ Fourier analysis
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Yes, don't mean it isn't a meaningful advance. But widespread use is a bit of applied work out.
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wait have you actually used it in your work?
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@St_Rev@problematic_one the math is very impressive, but it's hard to know what to do with the results.Thanks. Twitter will use this to make your timeline better. UndoUndo
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