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你又在摸鱼了
来自: 你又在摸鱼了 (New York City) 2018-06-22 02:20:31创建   2021-01-27 02:27:59更新
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https://en.wikipedia.org/wiki/Post_canonical_system
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https://mitibmwatsonailab.mit.edu/category/neuro-symbolic-ai/
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https://www.quantamagazine.org/quantas-year-in-math-and-computer-science-2020-20201223/
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https://aeon.co/essays/why-dont-rats-get-the-same-ethical-protections-as-primates?utm_medium=feed&utm_source=rss-feed
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https://aeon.co/essays/if-you-could-choose-what-would-make-for-a-good-death?utm_medium=feed&utm_source=rss-feed
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https://aeon.co/essays/what-can-the-mirror-test-say-about-self-awareness-in-animals?utm_medium=feed&utm_source=rss-feed
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https://www.nytimes.com/2019/06/17/science/dogs-eyebrows-evolution.html?emc=rss&partner=rss
评语：awww
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https://flowingdata.com/2019/02/26/probability-you-will-break-up-with-your-partner/
评语：有意思
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http://www.paulgraham.com/talk.html
评语：But perhaps worst of all, the complex sentences and fancy words give you, the writer, the false impression that you're saying more than you actually are.
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https://www.youtube.com/watch?v=UhXsqv8b7mE
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https://medium.com/@alexandre.laplante/4-of-the-most-profound-theorems-in-math-are-also-the-easiest-to-understand-b2c442e1162
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https://medium.com/starts-with-a-bang/ask-ethan-why-arent-rays-of-sunshine-parallel-2b28584035f4
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https://www.youtube.com/watch?v=sj8Sg8qnjOg
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https://en.wikipedia.org/wiki/Hairy_ball_theorem
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https://medium.com/@fabiograetz/the-stunning-beauty-of-chaos-theory-fd0e1597d68a
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https://babieslearninglanguage.blogspot.com/2018/08/three-different-questions-about.html
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https://www.sciencedirect.com/science/article/pii/S1364661318301657?dgcid=rss_sd_all
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http://nautil.us/issue/63/horizons/kolmogorov-complexity-and-our-search-for-meaning?utm_source=RSS_Feed&utm_medium=RSS&utm_campaign=RSS_Syndication
评语：Many times we are presented with something that looks totally chaotic. This randomness is unnerving and so we search for a pattern that eliminates some of the chaos. If we do find a pattern, it is not clear that it is the best pattern to explain what we see. We might ask ourselves if there exists a deeper pattern that provides a better explanation. What Kolmogorov complexity theory teaches is that, at the deepest level, there is no sure way to determine the best pattern. We will simply never know if the pattern that we have found is the best one.
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http://homepage.univie.ac.at/noichlm94/full/Greeks/index.html
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https://medium.com/@ageitgey/natural-language-processing-is-fun-9a0bff37854e
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https://medium.com/@wolfpgang/fibonacci-everywhere-fda3b76a8e37
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https://aeon.co/ideas/is-a-hole-a-real-thing-or-just-a-place-where-something-isnt?utm_medium=feed&utm_source=rss-feed
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https://medium.com/starts-with-a-bang/ask-ethan-if-mass-curves-spacetime-how-does-it-un-curve-again-ce51a391cdc4
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