Safe Haskell | None |
---|---|
Language | Haskell2010 |
Synopsis
- module Curve.Weierstrass
- type PP = WPPoint BN254AT Fq2 Fr
- type PJ = WJPoint BN254AT Fq2 Fr
- type PA = WAPoint BN254AT Fq2 Fr
- type Fr = PrimeField 16030569034403128277756688287498649515510226217719936227669524443298095169537
- type Fq2 = ExtensionField Fq PolynomialU
- data PolynomialU
- data BN254AT
- _a :: Fq2
- _b :: Fq2
- _h :: Integer
- _q :: Integer
- _r :: Integer
- _x :: Fq2
- _y :: Fq2
- gA :: PA
- gJ :: PJ
- gP :: PP
Documentation
module Curve.Weierstrass
type Fr = PrimeField 16030569034403128277756688287498649515510226217719936227669524443298095169537 Source #
Field of coefficients of BN254AT curve.
type Fq2 = ExtensionField Fq PolynomialU Source #
data PolynomialU Source #
Field of points of BN254AT curve.
Instances
IrreducibleMonic Fq PolynomialU Source # | |
Defined in Curve.Weierstrass.BN254AT split :: ExtensionField Fq PolynomialU -> VPoly Fq # deg' :: ExtensionField Fq PolynomialU -> Int | |
WPCurve BN254AT Fq2 Fr Source # | Projective BN254AT curve is a Weierstrass projective curve. |
WJCurve BN254AT Fq2 Fr Source # | Jacobian BN254AT curve is a Weierstrass Jacobian curve. |
WACurve BN254AT Fq2 Fr Source # | Affine BN254AT curve is a Weierstrass affine curve. |
Curve Weierstrass c BN254AT Fq2 Fr => WCurve c BN254AT Fq2 Fr Source # | BN254AT curve is a Weierstrass curve. |
Defined in Curve.Weierstrass.BN254AT |
BN254AT curve.
Instances
WPCurve BN254AT Fq2 Fr Source # | Projective BN254AT curve is a Weierstrass projective curve. |
WJCurve BN254AT Fq2 Fr Source # | Jacobian BN254AT curve is a Weierstrass Jacobian curve. |
WACurve BN254AT Fq2 Fr Source # | Affine BN254AT curve is a Weierstrass affine curve. |
Curve Weierstrass c BN254AT Fq2 Fr => WCurve c BN254AT Fq2 Fr Source # | BN254AT curve is a Weierstrass curve. |
Defined in Curve.Weierstrass.BN254AT |