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paulg's profile
Paul Graham
Paul Graham
Paul Graham
Verified account
@paulg

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Paul GrahamVerified account

@paulg

paulgraham.com
Joined August 2010

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    Paul Graham‏Verified account @paulg 20 Feb 2019

    ∀x(P(x) → Q(x)) Twitter: Yawn. That is so obvious. P(a) → Q(a) Twitter: Outrage!

    1:06 PM - 20 Feb 2019
    • 47 Retweets
    • 300 Likes
    • Dwarkesh Patel Delores Turner Ryan Shea Roberto Ro Vali 🌍 t J◯ZEF® lokutus
    14 replies 47 retweets 300 likes
      1. This Tweet is unavailable.
      2. robi sen‏ @robi_sen 20 Feb 2019

        Now that's funny!

        0 replies 0 retweets 2 likes
      3. End of conversation
      1. Jim OShaughnessy‏Verified account @jposhaughnessy 20 Feb 2019
        Replying to @paulg

        pic.twitter.com/bHMt3Bb9Kt

        0 replies 0 retweets 1 like
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      1. Tom‏ @tompccs 20 Feb 2019
        Replying to @paulg

        Inductive reasoning vs empirical evidence. No prizes for guessing which one Twitter prefers

        0 replies 0 retweets 2 likes
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      1. nselmi.com‏ @imleslahdin 20 Feb 2019
        Replying to @paulg

        "The fool generalizes the particular; the nerd particularizes the general; some do both; and the wise does  does neither" @nntaleb →Twitter hates nerds!

        0 replies 3 retweets 13 likes
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      1. sashan‏ @sashan16 20 Feb 2019
        Replying to @paulg

        The 1st is the generic statement, the other is the specific case?

        0 replies 0 retweets 1 like
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      1. This Tweet is unavailable.
      2. .gitignore‏ @collinsliyosi 21 Feb 2019
        Replying to @fareesh @paulg

        what if XP(x) generates only a singleton set ? , maybe that's the context the lady had :-)

        0 replies 0 retweets 0 likes
      3. End of conversation
      1. Boris Smus‏Verified account @borismus 20 Feb 2019
        Replying to @paulg

        Related:https://en.m.wikipedia.org/wiki/Scope_neglect …

        0 replies 0 retweets 1 like
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      1. Ben the science pen‏ @healthscicomm 20 Feb 2019
        Replying to @paulg

        Okay, as a non-mathematician, does this mean a universal truth is boring to Twitter, but details that it would confirm as both being true would ignite Twitter, which doesn't have the capacity to let them coexist and a polarized fight about which is true and which not would ensue?

        0 replies 0 retweets 1 like
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