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Essentially we can save some computations by exploiting the fact that final polynomial in polys equals to the eval. So we don't need to compute it during following loop and avoid committing to it - since it is cheaper to derive the commitment on verification side
The text was updated successfully, but these errors were encountered:
Addresses following comment from @adr1anh
Essentially we can save some computations by exploiting the fact that final polynomial in
polys
equals to theeval
. So we don't need to compute it during following loop and avoid committing to it - since it is cheaper to derive the commitment on verification sideThe text was updated successfully, but these errors were encountered: