Comments (4)
Hi! Has this been or being worked on ? In case it hasn't been (or isn't being), I would like to take a stab at it, given that it's a good first issue. Thanks!
Hi @Raneet10 ! No this is still an open issue â go for it! It might come in handy in the near future.
from gnark-crypto.
The Miller
2^n-tuple-and-add
Algorithm (Algorithm 2 in the paper) defines the loop counter asm = (mlâ1...m1, m0)2^n
but its representation doesn't have to be changed does it forn=2
, which is our case for quadrupling ?
For n=2
, I guess with a binary decomposition you would just need to scan bits 2-by-2 and use Lookup2
I guess.
from gnark-crypto.
Hi! Has this been or being worked on ? In case it hasn't been (or isn't being), I would like to take a stab at it, given that it's a good first issue. Thanks!
from gnark-crypto.
The Miller 2^n-tuple-and-add
Algorithm (Algorithm 2 in the paper) defines the loop counter as m = (mlâ1...m1, m0)2^n
but its representation doesn't have to be changed does it for n=2
, which is our case for quadrupling ?
from gnark-crypto.
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