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rencrisa

HN member
Joined
Wed, Aug 03, 2022, 4:01 PM UTC
HN karma
46
Public activity
17 items

About rencrisa

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Recent public activity

  1. comment
    Comment #49163797

    It may be for this theorem there's a succinct description, but still needs to be checked carefully. However, there are others that are non-trivial.

  2. comment
    Comment #49162164

    Even beyond cheating with sorries or kernel bugs, the lean encoded theorems (or specifications) must be checked by humans to see if they truly mirror the real theorem authentically…

  3. comment
    Comment #49161386

    It seems that a lot of folks misunderstand the guarantees that lean provides. I just want to state that having "lean proofs" that build (checks) does not mean the actual real theor…

  4. comment
    Comment #49161364

    I just want to state that having "lean proofs" that build does not mean the actual real theorems we care about hold. Ultimately a human has to verify the lean encoded theorem state…

  5. comment
    Comment #49161333

    It seems that a lot of folks misunderstand the guarantees that lean provides. I just want to state that having "lean proofs" that build (checks) does not mean the actual real theor…

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  12. comment
    Comment #34849558

    > nowadays all PhD students generally take something called “Responsible Conduct of Research” I think that is a broad generalization. I never had to take an ethics in research cour…

  13. comment
    Comment #34224430

    A video documenting a food youtuber's experience of getting ransomware, and trying to recover access to their accounts. TLDW: Know someone at Google, and they can fill out an inter…

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  15. comment
    Comment #34107694

    AES256 is still secure, assuming the encryption key has ~256 bits of entropy (32 random bytes). Assuming your master password is reasonably complex, hopefully the encryption key de…

  16. comment
    Comment #33749647

    @utopcell do you have a reference for incremental FFT? I'm not sure if I understand what your implying. Given a polynomial f(X), obtaining f's evaluations over the n-th roots of un…

  17. comment
    Comment #32333590

    I am in a CS PhD at a top 10 institution, and I've had a great time in my lab. My advisor has a saying "You can never make me do something I'm not interested in!" Thus, I've person…