librustzcash/ff
Jack Grigg a105ad675a group: Separate prime and cofactor traits into modules
Instead of having the Group crate hold a Subgroup associated type (and
thus needing to define the subgroup of a prime-order group as itself),
we specify two separate sets of traits for prime-order groups and ones
with a cofactor.

Protocol implementors can either restrict their implementations to only
work with PrimeGroup, or can explicitly choose to support CofactorGroup
and then explicitly handle the subgroup edge cases with e.g.
CofactorGroup::mul_by_cofactor (which would be a no-op for PrimeGroup).

Protocol implementors can also choose to specialise to elliptic curves
if they want to leverage an affine representation and mixed addition in
their protocol for efficiency, or they can ignore those traits and stick
with the simpler group-focused traits.
2020-06-17 11:42:10 +12:00
..
ff_derive Remove explicit std::marker from Sized bound 2020-05-15 00:20:32 +12:00
src group: Separate prime and cofactor traits into modules 2020-06-17 11:42:10 +12:00
.gitignore Add 'ff/' from commit '661558e0c8a5e02e08dac6530d39b2e38919aa04' 2019-01-06 09:37:22 +00:00
Cargo.toml ff: Add PrimeField::ReprEndianness associated type 2020-05-02 18:54:02 +12:00
LICENSE-APACHE Add 'ff/' from commit '661558e0c8a5e02e08dac6530d39b2e38919aa04' 2019-01-06 09:37:22 +00:00
LICENSE-MIT Add 'ff/' from commit '661558e0c8a5e02e08dac6530d39b2e38919aa04' 2019-01-06 09:37:22 +00:00
README.md Merge commit 'd7f78db121ee6f720e97401ded0c9c597d1a4857' into depends-updates-2 2020-03-03 17:44:28 -07:00

README.md

ff

ff is a finite field library written in pure Rust, with no unsafe{} code.

Disclaimers

  • This library does not provide constant-time guarantees.

Usage

Add the ff crate to your Cargo.toml:

[dependencies]
ff = "0.5"

The ff crate contains Field, PrimeField, PrimeFieldRepr and SqrtField traits. See the documentation for more.

#![derive(PrimeField)]

If you need an implementation of a prime field, this library also provides a procedural macro that will expand into an efficient implementation of a prime field when supplied with the modulus. PrimeFieldGenerator must be an element of Fp of p-1 order, that is also quadratic nonresidue.

First, enable the derive crate feature:

[dependencies]
ff = { version = "0.4", features = ["derive"] }

And then use the macro like so:

extern crate rand;
#[macro_use]
extern crate ff;

#[derive(PrimeField)]
#[PrimeFieldModulus = "52435875175126190479447740508185965837690552500527637822603658699938581184513"]
#[PrimeFieldGenerator = "7"]
struct Fp(FpRepr);

And that's it! Fp now implements Field and PrimeField. Fp will also implement SqrtField if supported. The library implements FpRepr itself and derives PrimeFieldRepr for it.

License

Licensed under either of

at your option.

Contribution

Unless you explicitly state otherwise, any contribution intentionally submitted for inclusion in the work by you, as defined in the Apache-2.0 license, shall be dual licensed as above, without any additional terms or conditions.