elliptic-curve-0.2.1: Elliptic curve library

Safe HaskellNone
LanguageHaskell2010

Curve.Binary.SECT409R1

Synopsis

Documentation

type PP = BPPoint SECT409R1 F2m Fr Source #

Projective SECT409R1 point.

type PA = BAPoint SECT409R1 F2m Fr Source #

Affine SECT409R1 curve point.

type Fr = PrimeField 661055968790248598951915308032771039828404682964281219284648798304157774827374805208143723762179110965979867288366567526771 Source #

Field of coefficients of SECT409R1 curve.

type F2m = BinaryField 1322111937580497197903830616065542079656809365928562438569297590548811582472622691650378420879430724437687334722581078999041 Source #

Field of points of SECT409R1 curve.

data SECT409R1 Source #

SECT409R1 curve.

Instances
BPCurve SECT409R1 F2m Fr Source #

Projective SECT409R1 curve is a binary projective curve.

Instance details

Defined in Curve.Binary.SECT409R1

BACurve SECT409R1 F2m Fr Source #

Affine SECT409R1 curve is a binary affine curve.

Instance details

Defined in Curve.Binary.SECT409R1

Curve Binary c SECT409R1 F2m Fr => BCurve c SECT409R1 F2m Fr Source #

SECT409R1 curve is a binary curve.

Instance details

Defined in Curve.Binary.SECT409R1

_a :: F2m Source #

Coefficient A of SECT409R1 curve.

_b :: F2m Source #

Coefficient B of SECT409R1 curve.

_h :: Integer Source #

Cofactor of SECT409R1 curve.

_p :: Integer Source #

Polynomial of SECT409R1 curve.

_r :: Integer Source #

Order of SECT409R1 curve.

_x :: F2m Source #

Coordinate X of SECT409R1 curve.

_y :: F2m Source #

Coordinate Y of SECT409R1 curve.

gA :: PA Source #

Generator of affine SECT409R1 curve.

gP :: PP Source #

Generator of projective SECT409R1 curve.