Basic Polynomial Algebra Subprograms (BPAS)  v. 1.652
SmallPrimeFieldDistributedDenseMultivariateModularPolynomial Member List

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

characteristic (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialstatic
coefficient(int v, const int *d) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
coefficient(const std::vector< int > &v) const (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
content() const (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
convertToExpressionTree() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialvirtual
degree() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
degree(const Symbol &x) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
derivative(const Symbol &s, int k) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
derivative(const Symbol &s) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
differentiate(const Symbol &s, int k)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
differentiate(const Symbol &s)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
evaluate(int, const Symbol *syms, const sfixn *xs) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
evaluate(const std::vector< Symbol > &syms, const std::vector< sfixn > &xs) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
gcd(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &p) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
isConstant() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
isConstantTermZero() const (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
isNegativeOne() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
isOne() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
isZero() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
leadingCoefficient() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
negate()SmallPrimeFieldDistributedDenseMultivariateModularPolynomial
negativeOne()SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
numberOfRingVariables() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
numberOfTerms() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
numberOfVariables() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
one()SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator!=(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator*(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialvirtual
operator*(const sfixn &e) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
operator* (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialfriend
operator*=(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator*=(const sfixn &e)SmallPrimeFieldDistributedDenseMultivariateModularPolynomial
operator+(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialvirtual
operator+(const sfixn &e) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
operator+ (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialfriend
operator+=(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator+=(const sfixn &e)SmallPrimeFieldDistributedDenseMultivariateModularPolynomial
operator-(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialvirtual
operator-(const sfixn &e) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
operator- (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialfriend
operator-() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialvirtual
operator-=(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator-=(const sfixn &e)SmallPrimeFieldDistributedDenseMultivariateModularPolynomial
operator/(const sfixn &e) const (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
operator/(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &p) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator/=(const sfixn &e) (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
operator/=(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &p)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator=(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator=(const sfixn &b) (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
operator==(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialvirtual
operator^(long long int e) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
operator^=(long long int e)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
primitivePart() const (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
print(std::ostream &out) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialvirtual
properties (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialstatic
ringVariables() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
setCoefficient(int v, const int *d, const sfixn &val)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
setCoefficient(const std::vector< int > &v, const sfixn &val) (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
setCoefficient(int k, const sfixn &val)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
setRingVariables(const std::vector< Symbol > &xs)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
size() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
SmallPrimeFieldDistributedDenseMultivariateModularPolynomial()SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
SmallPrimeFieldDistributedDenseMultivariateModularPolynomial(sfixn m)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
SmallPrimeFieldDistributedDenseMultivariateModularPolynomial(int v, int *ds, sfixn m)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
SmallPrimeFieldDistributedDenseMultivariateModularPolynomial(Symbol x, sfixn m)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
SmallPrimeFieldDistributedDenseMultivariateModularPolynomial(const SmallPrimeFieldDistributedDenseMultivariateModularPolynomial &b)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
squareFree() constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
trailingCoefficient() const (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
unitCanonical(SmallPrimeFieldDistributedDenseMultivariateModularPolynomial *u=NULL, SmallPrimeFieldDistributedDenseMultivariateModularPolynomial *v=NULL) constSmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
variables() const (defined in SmallPrimeFieldDistributedDenseMultivariateModularPolynomial)SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
zero()SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinlinevirtual
~SmallPrimeFieldDistributedDenseMultivariateModularPolynomial()SmallPrimeFieldDistributedDenseMultivariateModularPolynomialinline
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