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RingOfPolynomialsOver Member List

This is the complete list of members for RingOfPolynomialsOver, including all inherited members.

• AbstractRing() (defined in AbstractRing) [inline]
• AbstractRing(const AbstractRing &source) (defined in AbstractRing) [inline]
• Accumulate(Element &a,const Element &b)const (defined in RingOfPolynomialsOver) [inline, virtual]
• Add(const Element &a,const Element &b)const (defined in RingOfPolynomialsOver) [inline, virtual]
• CalculateAlpha(::vector< CoefficientType > &alpha,const CoefficientType x[],const CoefficientType y[],unsigned int n)const (defined in RingOfPolynomialsOver) [protected]
• CascadeExponentiate(const Element &x,const Integer &e1,const Element &y,const Integer &e2)const (defined in AbstractRing) [virtual]
• CascadeScalarMultiply(const Element &x,const Integer &e1,const Element &y,const Integer &e2)const (defined in AbstractGroup) [virtual]
• CoefficientRing typedef (defined in RingOfPolynomialsOver)
• CoefficientType typedef (defined in RingOfPolynomialsOver)
• Divide(const Element &a,const Element &b)const (defined in RingOfPolynomialsOver) [inline, virtual]
• DivisionAlgorithm(Element &r,Element &q,const Element &a,const Element &d)const (defined in RingOfPolynomialsOver) [inline, virtual]
• Double(const Element &a)const (defined in RingOfPolynomialsOver) [inline, virtual]
• Element typedef (defined in RingOfPolynomialsOver)
• Equal(const Element &a,const Element &b)const (defined in RingOfPolynomialsOver) [inline, virtual]
• Exponentiate(const Element &a,const Integer &e)const (defined in AbstractRing) [virtual]
• Gcd(const Element &a,const Element &b)const (defined in AbstractEuclideanDomain) [virtual]
• Interpolate(const CoefficientType x[],const CoefficientType y[],unsigned int n)const (defined in RingOfPolynomialsOver)
• InterpolateAt(const CoefficientType &position,const CoefficientType x[],const CoefficientType y[],unsigned int n)const (defined in RingOfPolynomialsOver)
• Inverse(const Element &a)const (defined in RingOfPolynomialsOver) [inline, virtual]
• InversionIsFast()const (defined in AbstractGroup) [inline, virtual]
• IsUnit(const Element &a)const (defined in RingOfPolynomialsOver) [inline, virtual]
• m_ring (defined in RingOfPolynomialsOver) [protected]
• Mod(const Element &a,const Element &b)const (defined in RingOfPolynomialsOver) [inline, virtual]
• MultiplicativeGroup()const (defined in AbstractRing) [inline, virtual]
• MultiplicativeInverse(const Element &a)const (defined in RingOfPolynomialsOver) [inline, virtual]
• Multiply(const Element &a,const Element &b)const (defined in RingOfPolynomialsOver) [inline, virtual]
• One()const (defined in RingOfPolynomialsOver) [inline, virtual]
• operator=(const AbstractRing &source) (defined in AbstractRing) [inline]
• RandomElement(RandomNumberGenerator &rng,const RandomizationParameter &parameter) (defined in RingOfPolynomialsOver) [inline]
• RandomizationParameter typedef (defined in RingOfPolynomialsOver)
• Reduce(Element &a,const Element &b)const (defined in RingOfPolynomialsOver) [inline, virtual]
• result (defined in AbstractEuclideanDomain) [mutable, protected]
• RingOfPolynomialsOver(const CoefficientRing &ring) (defined in RingOfPolynomialsOver) [inline]
• ScalarMultiply(const Element &a,const Integer &e)const (defined in AbstractGroup) [virtual]
• SimultaneousExponentiate(Element *results,const Element &base,const Integer *exponents,unsigned int exponentsCount)const (defined in AbstractRing) [virtual]
• SimultaneousMultiply(Element *results,const Element &base,const Integer *exponents,unsigned int exponentsCount)const (defined in AbstractGroup) [virtual]
• Square(const Element &a)const (defined in RingOfPolynomialsOver) [inline, virtual]
• Subtract(const Element &a,const Element &b)const (defined in RingOfPolynomialsOver) [inline, virtual]
• Zero()const (defined in RingOfPolynomialsOver) [inline, virtual]
• ~AbstractGroup() (defined in AbstractGroup) [inline, virtual]

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