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michael_nielsen's profile
michael_nielsen
michael_nielsen
michael_nielsen
@michael_nielsen

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michael_nielsen

@michael_nielsen

Searching for the numinous. Co-purveyor of https://quantum.country/ 

San Francisco, CA
michaelnielsen.org
Joined July 2008

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    1. michael_nielsen‏ @michael_nielsen Oct 7
      • Report Tweet

      michael_nielsen Retweeted Nabeel Qureshi

      The explanation I hear most often for this is that foundational papers often start de novo. But much of this effect - maybe most of it - is that the ideas from foundational papers enter our culture and colonize it. Turing 1950 may well be much easier to read today than in 1950.https://twitter.com/nabeelqu/status/1181298253381476353 …

      michael_nielsen added,

      Nabeel Qureshi @nabeelqu
      It's shocking to me how much easier it is to read CS/science papers from the 50s-70s, vs. papers today. Turing 1950 is one of the most important papers *in human history* and it reads like a blog post.
      10 replies 29 retweets 216 likes
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    2. michael_nielsen‏ @michael_nielsen Oct 7
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      There's something funny too about how foundational papers often appear as end points in other investigations. Turing 1936 is, in some sense, an end point to a long and rather esoteric line of investigation about the foundations of mathematics.

      3 replies 10 retweets 70 likes
      Show this thread
    3. John Carlos Baez‏ @johncarlosbaez Oct 7
      • Report Tweet
      Replying to @michael_nielsen

      We figured out how to formalize computability! Oh, and by the way, you can build computers.

      2 replies 0 retweets 11 likes
    4. michael_nielsen‏ @michael_nielsen Oct 7
      • Report Tweet
      Replying to @johncarlosbaez

      I'm reminded of the way lemmas proved en route sometimes turn out to be a paper's major contribution. And perhaps for related reasons - the lemma is often a practical way of solving problems that arise frequently. (Trying to think of examples... Schur's lemma is a good one.)

      5 replies 0 retweets 4 likes
    5. RePopulus‏ @PopulusRe Oct 7
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      Replying to @michael_nielsen @johncarlosbaez

      Zorn 's lemma is another example.

      1 reply 0 retweets 1 like
      michael_nielsen‏ @michael_nielsen Oct 7
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      Replying to @PopulusRe @johncarlosbaez

      Probably a better one, from my point. Well, in the sense that IIRC it's equivalent to the separating hyperplane theorem, which I've used over and over.

      3:26 PM - 7 Oct 2019
      • 1 Retweet
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      • Lucas #JeSuisComplice RePopulus
      1 reply 1 retweet 2 likes
        1. RePopulus‏ @PopulusRe Oct 7
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          Replying to @michael_nielsen @johncarlosbaez

          I met this lemma for the first time when I studied topology in parallel with my studies of physics at Orsay. Mathematics was a little hobby for me at the time. I was amazed to meet him in so many areas of mathematics and so fundamentally

          0 replies 0 retweets 1 like
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