Go to file
Sean Bowe ec2d8db8cb
Multiopen prover never needed evals to be specified.
The Lagrange interpolation we were doing was pointless. kate_division sheds the constant
term off each time it is invoked because the quotient polynomial isn't affected by it.
This means we were modifying coefficients that end up getting discarded anyway; the
quotient polynomial coefficients are already determined exactly by the leading coefficients
and the fact that a root exists at each of the points.
2021-01-13 17:22:32 -07:00
.github/workflows Use mdbook 0.4.5 2021-01-09 02:37:05 +00:00
benches Remove the Read/Write type parameters from Transcript{Read,Write}. 2021-01-06 10:45:11 -07:00
book [Book] Fix W numbering in SHA-256 table16 doc. 2021-01-12 21:50:24 +00:00
examples Remove the Read/Write type parameters from Transcript{Read,Write}. 2021-01-06 10:45:11 -07:00
src Multiopen prover never needed evals to be specified. 2021-01-13 17:22:32 -07:00
.gitignore Add book/Makefile for local HTML generation. 2020-12-26 15:33:59 +00:00
CHANGELOG.md Initial commit 2020-08-22 14:15:39 -06:00
COPYING Initial commit 2020-08-22 14:15:39 -06:00
Cargo.toml Generate the URS using a homebrew mixture of blake2b and try-and-increment. 2021-01-06 10:45:11 -07:00
Contributor_Agreement Correct numbering and add missing sections 2020-10-25 09:42:25 -07:00
LICENSE-TGPPL Initial commit 2020-08-22 14:15:39 -06:00
README.md Initial commit 2020-08-22 14:15:39 -06:00
katex-header.html Initial commit 2020-08-22 14:15:39 -06:00

README.md

halo2 Crates.io

IMPORTANT: This library is being actively developed and should not be used in production software.

Documentation

License

Copyright 2020 The Electric Coin Company.

You may use this package under the Transitive Grace Period Public Licence, version 1.0, or at your option, any later version. See the file LICENSE-TGPPL for the terms of the Transitive Grace Period Public Licence, version 1.0.

The purpose of the TGPPL is to allow commercial improvements to the package while ensuring that all improvements are eventually open source. See here for why the TGPPL exists, graphically illustrated on three slides.