supernetworks_
Joined 2 years ago
Joined 2 years ago
That isn’t an agreement to buy
Instead I was stating that weaknesses in cryptography have been historically put there with some NSA involvement at times.
For DB: The brain pool curves do have a worse leak, but as stated in the dragon blood paper “we believe that these sidechannels are inherent to Dragonfly”. The first attack submission did hit P-256 setups before the minimal iteration count was increased and afterward was more applicable to same-system cache/ micro architectural bugs. These attacks were more generally correctly mitigated when H2C deterministic algorithms rolled out. There’s many bad choices that were selected of course to make the PAKE more exploitable, putting the client MAC in the pre commits, having that downgrade, including brain pool curves. but to my point on committees— cryptographers warned strongly when standardizing that this could be an attack and no course correction was taken.
The riddle paper I’ve not read in a long time if ever, though I don’t understand the question. As Scott Aaronson recently blogged it’s difficult to predict human progress with technology and it’s possible we’ll see shors algorithm running publicly sooner than consensus. It could be that in 2035 the NSA’s call 20 years prior looks like it was the right one in that ECC is insecure but that wouldn’t make the replacements secure by default ofc
Usually it’s really hard to distinguish intent, and so it’s possible to develop plausible deniability with committees. Their track record isn’t perfect.
With WPA3 cryptographers warned about the known pitfall of standardizing a timing sensitive PAKE, and Harkin got it through anyway. Since it was a standard, the WiFi committee gladly selected it anyway, and then resulted in dragonbleed among other bugs. The techniques for hash2curve have patched that
This paper on verifiable advantage is a lot more compelling. With Scott Aaronson and Quantinuum among other great researchers
We give a deterministic O(mlog2/3n)-time algorithm for single-source shortest paths (SSSP) on directed graphs with real non-negative edge weights in the comparison-addition model. This is the first result to break the O(m+nlogn) time bound of Dijkstra's algorithm on sparse graphs, showing that Dijkstra's algorithm is not optimal for SSSP.