Safe Haskell	None
Language	Haskell2010

Curve.Weierstrass.BN254B

Synopsis

module Curve.Weierstrass
type PP = WPPoint BN254B Fq Fr
type PJ = WJPoint BN254B Fq Fr
type PA = WAPoint BN254B Fq Fr
type Fr = PrimeField 16798108731015832284940804142231733909759579603404752749028378864165570215949
type Fq = PrimeField 16798108731015832284940804142231733909889187121439069848933715426072753864723
data BN254B
_a :: Fq
_b :: Fq
_h :: Integer
_q :: Integer
_r :: Integer
_x :: Fq
_y :: Fq
gA :: PA
gJ :: PJ
gP :: PP

Documentation

Projective BN254B point.

Jacobian BN254B point.

Affine BN254B curve point.

type Fr = PrimeField 16798108731015832284940804142231733909759579603404752749028378864165570215949 Source #

Field of coefficients of BN254B curve.

type Fq = PrimeField 16798108731015832284940804142231733909889187121439069848933715426072753864723 Source #

Field of points of BN254B curve.

BN254B curve.

Instances

WPCurve BN254B Fq Fr Source #	Projective BN254B curve is a Weierstrass projective curve.
Instance details Defined in Curve.Weierstrass.BN254B Methods gP_ :: WPPoint BN254B Fq Fr Source #
WJCurve BN254B Fq Fr Source #	Jacobian BN254B curve is a Weierstrass Jacobian curve.
Instance details Defined in Curve.Weierstrass.BN254B Methods gJ_ :: WJPoint BN254B Fq Fr Source #
WACurve BN254B Fq Fr Source #	Affine BN254B curve is a Weierstrass affine curve.
Instance details Defined in Curve.Weierstrass.BN254B Methods gA_ :: WAPoint BN254B Fq Fr Source #
Curve Weierstrass c BN254B Fq Fr => WCurve c BN254B Fq Fr Source #	BN254B curve is a Weierstrass curve.
Instance details Defined in Curve.Weierstrass.BN254B Methods a_ :: WPoint c BN254B Fq Fr -> Fq Source # b_ :: WPoint c BN254B Fq Fr -> Fq Source # h_ :: WPoint c BN254B Fq Fr -> Integer Source # q_ :: WPoint c BN254B Fq Fr -> Integer Source # r_ :: WPoint c BN254B Fq Fr -> Integer Source # x_ :: WPoint c BN254B Fq Fr -> Fq Source # y_ :: WPoint c BN254B Fq Fr -> Fq Source #