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foooobar

HN member
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Sun, Sep 29, 2019, 5:29 PM UTC
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About foooobar

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Recent public activity

  1. comment
    Comment #27581684

    I think Kevin is asserting that to make strong comparative claims about the quality of either system, it's good to have a large and functionally similar body of work to compare the…

  2. comment
    Comment #27577385

    Thanks! But does that not already answer your question as to why Lean would use CIC and not a simpler metatheory? That particular paper is from 2016 and the type theory presented t…

  3. comment
    Comment #27568893

    What simplifications do you have in mind? I think one of the reasons is that Lean's approximation of defeq still works well enough in practice. As mentioned by others, you never re…

  4. comment
    Comment #27564149

    If you're interested in interactive theorem proving with Lean (and not condensed mathematics), the Lean community landing page is a good place to start. https://leanprover-communit…

  5. comment
    Comment #27564061

    Some constructivists may also take offense with proof irrelevance (and the resulting loss of normalization [1] or its incompatibility with HoTT), which you can only really avoid by…

  6. comment
    Comment #27563822

    I don't think anyone is trying to sell Lean as a constructive system. The current developers certainly don't think of it that way, further evidenced by the fact that the typical wa…

  7. comment
    Comment #27563749

    As far as I can tell, this is not quite true. Tactic proofs aside, you can also write functional term mode proofs and declarative "structured" proofs in the sense of Isar. Theorem …

  8. comment
    Comment #21204229

    Which tutorial did you use? As someone coming from computer science, I found https://leanprover.github.io/theorem_proving_in_lean/ very approachable as an introduction to ITP in ge…

  9. comment
    Comment #21109310

    Because the book is a great introduction to theorem proving in general. All those concepts learned translate nicely to other theorem provers, and especially Lean 4. Lean 4 has alre…

  10. comment
    Comment #21108340

    Buzzard asked Wiles himself, who stated "that he would not want to sit an exam on the proof of Langlands–Tunnell".