poly

Documentation

Index

• func EuclideanAlgorithm(a, b Poly, R int) (sigma Poly, omega Poly, err error)
• type Poly
  • func NewMonomial(degree int, coefficient element.Element) Poly
  • func NewPoly(data []byte) Poly
  • func One() Poly
  • func Zero() Poly
  • func (p Poly) Add(q Poly) Poly
  • func (p Poly) Coefficient(degree int) element.Element
  • func (p Poly) Degree() int
  • func (p Poly) Eval(x element.Element) element.Element
  • func (p Poly) Mul(q Poly) Poly
  • func (p Poly) MulElement(v element.Element) Poly
  • func (p Poly) MulMonomial(degree int, coefficient element.Element) Poly

Functions

func EuclideanAlgorithm

func EuclideanAlgorithm(a, b Poly, R int) (sigma Poly, omega Poly, err error)

Types

type Poly

type Poly []element.Element

Poly is a polynomial that is p[0]*x^(len(p)-1) + p[1]*x^(len(p)-2) + ... + p[len(p)-1].

func NewMonomial

func NewMonomial(degree int, coefficient element.Element) Poly

func NewPoly

func NewPoly(data []byte) Poly

func One

func One() Poly

func Zero

func Zero() Poly

func (Poly) Add

func (p Poly) Add(q Poly) Poly

func (Poly) Coefficient

func (p Poly) Coefficient(degree int) element.Element

func (Poly) Degree

func (p Poly) Degree() int

func (Poly) Eval

func (p Poly) Eval(x element.Element) element.Element

func (Poly) Mul

func (p Poly) Mul(q Poly) Poly

func (Poly) MulElement

func (p Poly) MulElement(v element.Element) Poly

func (Poly) MulMonomial

func (p Poly) MulMonomial(degree int, coefficient element.Element) Poly