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2FA privacy analysis (W3C WebAuthn, FIDO2 etc)

REDDIT / Shoddy-Childhood-511 / Sep 30, 2025

Is there any formal analysis of the privacy claims about the various 2FA protocols, like W3C WebAuthn, FIDO2, or whatever the different Yubikeys use. As an example, a user might've a FIDO2 device with which they login to both personal …

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Thoughts on Bernstein's Critiques of ML-KEM vs Classic McEliece

REDDIT / fosres / Sep 28, 2025

I am trying to see if Daniel J Bernstein has valid claims on the strength of Classic McEliece over ML-KEM. Bernstein was obviously upset that Kyber was chosen instead. Here is [a link](https://blog.cr.yp.to/20250423-mceliece.html) to his defense of Classic McEliece over …

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Why Don't Compiler Developers Add Support for Constant-Time Compilation?

REDDIT / fosres / Sep 24, 2025

I was reading the work "[Breaking Bad: How Compilers Can Break Constant-Time Implementations](https://arxiv.org/pdf/2410.13489)". The paper complained compiler updates can destroy the constant-time guarantee even for formally verified constant time code. Why don't compiler developers add support for constant-time compilation?

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Geometric patterns in SHA-256 Output

REDDIT / NewspaperNo4249 / Sep 22, 2025

Or more precisely- *Boundary Constraints in SHA-256 Constant Generation* Figured I'd throw another bread crumb in there for you guys: import math import mpmath as mp mp.mp.dps = 50 # Used to compute the modular distance bounds for the fractional …

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Advice for Designing Cryptographic Software That is Misuse-Resistant

REDDIT / fosres / Sep 21, 2025

One of the complaints that I have heard on this subreddit is that it is hard to design and implement cryptographic software that is misuse resistant--and I am not sure if that is harder than implementing cryptographic software that is …

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Predictable pattern in the numbers used to build SHA-256

REDDIT / NewspaperNo4249 / Sep 19, 2025

Have a nice day! import mpmath as mp mp.mp.dps = 50 def fractional_sqrt(x: mp.mpf) -> mp.mpf: r = mp.sqrt(x) return r - mp.floor(r) def sha256_frac_to_u32_hex(frac: mp.mpf) -> str: val = int(mp.floor(frac * (1 << 32))) return f"0x{val:08x}" # First 8 …

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