Viewing profile — rencrisa
rencrisa
HN member- Joined
- Wed, Aug 03, 2022, 4:01 PM UTC
- HN karma
- 46
- Public activity
- 17 items
- HN profile
- View on Hacker News ↗
About rencrisa
No profile information was provided.
Recent public activity
-
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.
-
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…
-
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…
-
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…
-
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…
- story
- story
- story
- story
- story
- story
-
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…
-
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…
- story
-
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…
-
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…
-
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…