香港人 
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Saw this interesting project on r/ML that seems to be highly unconventional and non-mainstream. There are many independent researchers who have their own theories of how AI should work, but they have a GitHub repo, papers, and decent RL benchmark results. https://github.com/Guillemdb/FractalAI … https://twitter.com/Miau_DB/status/1207379418383036417 …pic.twitter.com/kH026lQKZC
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Would have loved to see a workshop showcase projects such as this one (too bad it didn't happen this time):https://twitter.com/ericjang11/status/1178784701076525056 …
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It does seem very interesting; I 'll def read it! Lets share thoughts/comments/questions afterwards if you wish :)
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Please! :)
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Nice format of the arXiv paper / mini-book https://arxiv.org/abs/1803.05049 pic.twitter.com/wLMMs8yzqF
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If my memory serves me right, this work was presented at the
@PyConES 2018. These guys are geniuses! -
It was me, thanks!
This is the @europython talk in English: https://youtu.be/rZpZU8LHPco Slides: https://docs.google.com/presentation/d/1aquFoqMz8gYhua2zr-PCckL2-6-weQFfbZ4fRVywW2Y/edit?usp=sharing … And this is the@PyConES talk in Spanish: https://youtu.be/N72s_OFMv8U Slides:https://docs.google.com/presentation/d/1NGfEMuQDa9ERqrLGjYiA8PoJQuQYyTtH4Df3g0ggEcQ/edit?usp=sharing …
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The name seems out there, but the contents are reasonable I think. The method reminds me of techniques used in computational chemistry for nonequilibrium importance sampling (see for example forward flux sampling or NEUS)
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Indeed, it is based on statistical mechanics. Problems are represented as a far-from-equilibrium open thermodynamic systems. The name seems off, but a Swarm of walkers is an scale-free structure with a non-integer dimension. It's not obvious why it's fractal
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