Re:Elliptic Curves: The Great Mystery
by testtesttesst on Tuesday January 17, 2023 @04:41AM
(#34410718)
An abelian group of prime order has no nontrivial subgroups by definition. How can you "attempt to avoid" cofactors -- there are no subgroups?
Great ad to not buy your coin.
Which curve do you use?
https://github.com/dalek-cryptography/curve25519-dalek
25519, ristretto group.
There's a weird sort of doublethink going on in your post. You're trying to attract talent that knows cryptography but seem to be using the same cryptobro snake oil you presumably use to sell your product (dude...imagine someone spending 8x the bitcoin!!!1! Even tho bitcoin uses secp256)
You also seem to be trying to give the impression you're doing something new and interesting rather than just deploying ristretto255 like everyone else. But you don't want to be caught rolling your own crypto, so you're being deliberately vague.
I think this is an unfair characterization. My point was to try to help individuals mentally model what could happen in the event of a cofactor attack. I think it would’ve been more confusing to say “imagine spending a txo 8x!” Because most people even in crypto don’t know what a transaction output is :/.
Please note that we didn’t roll or build Dalek, so again, this is a mischaracterization.
Re:Elliptic Curves: The Great Mystery
by HelloNurse on Tuesday January 17, 2023 @07:17AM
(#34411598)
Do you mean you use known compromised/unreliable algorithms with a significant probability of allowing someone to steal someone's money?
The point of the OP was that Dalek library provides API to Ristretto (https://ristretto.group) which is a proper mathematical prime order group, unlike stock Ed25519 API that exposes cofactors and caused famous issues in Monero.
All of this stuff is fun. If you’re interested in working on things like this, particularly in at-scale applied cryptography, we’re always hiring.
MobileCoin.com/jobs