Basic Polynomial Algebra Subprograms (BPAS)  v. 1.652
RegularChain< Field, RecursivePoly > Member List

This is the complete list of members for RegularChain< Field, RecursivePoly >, including all inherited members.

allVariables() constTriangularSet< Field, RecursivePoly >
canComputeInDimensionZero(const RecursivePoly &p, bool excludeMainVariable=false) constTriangularSet< Field, RecursivePoly >
codimension() constTriangularSet< Field, RecursivePoly >inline
compareCertifiedNoSplit(const RegularChain< Field, RecursivePoly > &rc1, const RegularChain< Field, RecursivePoly > &rc2)RegularChain< Field, RecursivePoly >static
compareHeuristicNoSplit(const RegularChain< Field, RecursivePoly > &rc1, const RegularChain< Field, RecursivePoly > &rc2)RegularChain< Field, RecursivePoly >static
constructChains(const TriangularSet< Field, RecursivePoly > &T)RegularChain< Field, RecursivePoly >static
convertToExpressionTree() constTriangularSet< Field, RecursivePoly >inline
dimension() constTriangularSet< Field, RecursivePoly >inline
dimensionLower(Symbol v) constTriangularSet< Field, RecursivePoly >inline
display()TriangularSet< Field, RecursivePoly >
intersect(const RecursivePoly &p) constRegularChain< Field, RecursivePoly >
isAlgebraic(const Symbol &s) constTriangularSet< Field, RecursivePoly >inline
isConstantPolynomial(const RecursivePoly &p) constTriangularSet< Field, RecursivePoly >
isEmpty() constTriangularSet< Field, RecursivePoly >
isInRadicalSaturatedIdeal(const RecursivePoly &p) constRegularChain< Field, RecursivePoly >
isInSaturatedIdeal(const RecursivePoly &p) constRegularChain< Field, RecursivePoly >
isInSaturatedIdeal(const RecursivePoly &p, RecursivePoly &redp) constRegularChain< Field, RecursivePoly >
isKnownToBeSquareFree() constRegularChain< Field, RecursivePoly >
isRegular(const RecursivePoly &p) constRegularChain< Field, RecursivePoly >
isStronglyNormalized() constTriangularSet< Field, RecursivePoly >inline
isZeroDimensionalMathematically() constTriangularSet< Field, RecursivePoly >
lower(const Symbol &s, BPASTriangularSet< Field, RecursivePoly > &ts) constRegularChain< Field, RecursivePoly >virtual
lowerSlice(const Symbol &s)RegularChain< Field, RecursivePoly >
mainVariables() constTriangularSet< Field, RecursivePoly >inline
makePrimitive()TriangularSet< Field, RecursivePoly >
normalForm(const RecursivePoly &p, std::vector< RecursivePoly > *Q=NULL) constTriangularSet< Field, RecursivePoly >virtual
numberOfAlgebraicVariables() constTriangularSet< Field, RecursivePoly >inline
numberOfTranscendentalVariables() constTriangularSet< Field, RecursivePoly >inline
numberOfVariables() constRegularChain< Field, RecursivePoly >inlinevirtual
operator!=(RegularChain< Field, RecursivePoly > &a)RegularChain< Field, RecursivePoly >
TriangularSet::operator!=(TriangularSet< Field, RecursivePoly > &a)TriangularSet< Field, RecursivePoly >
operator+(const RecursivePoly &p) constRegularChain< Field, RecursivePoly >
operator+(const RegularChain< Field, RecursivePoly > &T) constRegularChain< Field, RecursivePoly >
TriangularSet::operator+(const RecursivePoly &p)TriangularSet< Field, RecursivePoly >
operator+=(const RecursivePoly &p)RegularChain< Field, RecursivePoly >
operator+=(const RegularChain< Field, RecursivePoly > &T)RegularChain< Field, RecursivePoly >
operator=(const ZeroDimensionalRegularChain< Field, RecursivePoly > &a)RegularChain< Field, RecursivePoly >
operator=(const RegularChain< Field, RecursivePoly > &a)RegularChain< Field, RecursivePoly >
operator=(const BPASTriangularSet< Field, RecursivePoly > &a) overrideRegularChain< Field, RecursivePoly >virtual
operator=(const BPASRegularChain< Field, RecursivePoly > &a) overrideRegularChain< Field, RecursivePoly >virtual
operator=(ZeroDimensionalRegularChain< Field, RecursivePoly > &&a)RegularChain< Field, RecursivePoly >
operator=(RegularChain< Field, RecursivePoly > &&a)RegularChain< Field, RecursivePoly >
operator=(BPASTriangularSet< Field, RecursivePoly > &&a) overrideRegularChain< Field, RecursivePoly >virtual
operator=(BPASRegularChain< Field, RecursivePoly > &&a) overrideRegularChain< Field, RecursivePoly >virtual
TriangularSet::operator=(const TriangularSet< Field, RecursivePoly > &a)TriangularSet< Field, RecursivePoly >
TriangularSet::operator=(TriangularSet< Field, RecursivePoly > &&a)TriangularSet< Field, RecursivePoly >
operator==(RegularChain< Field, RecursivePoly > &a)RegularChain< Field, RecursivePoly >
TriangularSet::operator==(TriangularSet< Field, RecursivePoly > &a)TriangularSet< Field, RecursivePoly >
options() constRegularChain< Field, RecursivePoly >
polynomials() constTriangularSet< Field, RecursivePoly >inline
pseudoDivide(const RecursivePoly &p, std::vector< RecursivePoly > *quo=NULL, RecursivePoly *c=NULL) constTriangularSet< Field, RecursivePoly >virtual
randomRegularChain(int nVars, int nAlgVars, int nTrcVars, int nTerms, unsigned long int coefBound, int pSparsity, bool includeNeg)RegularChain< Field, RecursivePoly >
randomRegularChain(int nVars, int nAlgVars, int nTrcVars, std::vector< int > maxDegs, unsigned long int coefBound, double pSparsity, bool includeNeg)RegularChain< Field, RecursivePoly >
randomStronglyNormalizedTriangularSet(int nVars, int nAlgVars, int nTrcVars, int nTerms, unsigned long int coefBound, int pSparsity, bool includeNeg)TriangularSet< Field, RecursivePoly >
randomTriangularSet(int nVars, int nAlgVars, int nTrcVars, int nTerms, unsigned long int coefBound, int pSparsity, bool includeNeg)TriangularSet< Field, RecursivePoly >
randomTriangularSetPolynomial(std::vector< Symbol > variables, int algVar, std::vector< Symbol > transcendentalVariables, int nTerms, unsigned long int coefBound, int pSparsity, bool includeNeg)TriangularSet< Field, RecursivePoly >
randomTriangularSetPolynomial(std::vector< Symbol > variables, int algVar, std::vector< Symbol > transcendentalVariables, std::vector< int > maxDegs, unsigned long int coefBound, double pSparsity, bool includeNeg)TriangularSet< Field, RecursivePoly >
reduce(const RecursivePoly &p) constTriangularSet< Field, RecursivePoly >
reduce(const RecursivePoly &p, RecursivePoly &c, bool usePrimitiveFactorization=true, bool onlyInDimZero=false) constTriangularSet< Field, RecursivePoly >
RegularChain()RegularChain< Field, RecursivePoly >
RegularChain(const std::vector< Symbol > &xs)RegularChain< Field, RecursivePoly >
RegularChain(const std::vector< Symbol > &xs, const std::vector< Symbol > &ts)RegularChain< Field, RecursivePoly >
RegularChain(const RecursivePoly &p)RegularChain< Field, RecursivePoly >
RegularChain(const RecursivePoly &p, const std::vector< Symbol > &ts)RegularChain< Field, RecursivePoly >
RegularChain(const ZeroDimensionalRegularChain< Field, RecursivePoly > &a)RegularChain< Field, RecursivePoly >
RegularChain(const RegularChain< Field, RecursivePoly > &a)RegularChain< Field, RecursivePoly >
RegularChain(const TriangularSet< Field, RecursivePoly > &a)RegularChain< Field, RecursivePoly >
RegularChain(ZeroDimensionalRegularChain< Field, RecursivePoly > &&a)RegularChain< Field, RecursivePoly >
RegularChain(RegularChain< Field, RecursivePoly > &&a)RegularChain< Field, RecursivePoly >
RegularChain(TriangularSet< Field, RecursivePoly > &&a)RegularChain< Field, RecursivePoly >
RegularChain(const std::vector< Symbol > &vs, const std::vector< Symbol > &avs, const std::vector< Symbol > &tvs, const std::vector< RecursivePoly > &ts, TriangularSetMode tsm, const mpz_class &c)RegularChain< Field, RecursivePoly >
regularGCD(const RecursivePoly &p, const RecursivePoly &q, const Symbol &v, const SubResultantChain< RecursivePoly, RecursivePoly > &src) constRegularChain< Field, RecursivePoly >
regularize(const RecursivePoly &p) constRegularChain< Field, RecursivePoly >
removeRedundantChains(const std::vector< RegularChain< Field, RecursivePoly >> &lrc)RegularChain< Field, RecursivePoly >static
select(const Symbol &s) constRegularChain< Field, RecursivePoly >inlinevirtual
setOptions(int opts)RegularChain< Field, RecursivePoly >
size() constTriangularSet< Field, RecursivePoly >inline
squareFreePart(const RecursivePoly &p, const Symbol &v, int options=ASSUME_REGULAR) constRegularChain< Field, RecursivePoly >
transcendentalVariables() constTriangularSet< Field, RecursivePoly >inline
triangularize(const std::vector< RecursivePoly > &F)RegularChain< Field, RecursivePoly >
TriangularSet()TriangularSet< Field, RecursivePoly >
TriangularSet(const std::vector< Symbol > &xs)TriangularSet< Field, RecursivePoly >
TriangularSet(const std::vector< Symbol > &xs, const std::vector< Symbol > &ts)TriangularSet< Field, RecursivePoly >
TriangularSet(const RecursivePoly &p)TriangularSet< Field, RecursivePoly >
TriangularSet(const RecursivePoly &p, const std::vector< Symbol > &ts)TriangularSet< Field, RecursivePoly >
TriangularSet(const TriangularSet< Field, RecursivePoly > &a)TriangularSet< Field, RecursivePoly >
TriangularSet(TriangularSet< Field, RecursivePoly > &&a)TriangularSet< Field, RecursivePoly >
TriangularSet(const std::vector< Symbol > &vs, const std::vector< Symbol > &avs, const std::vector< Symbol > &tvs, const std::vector< RecursivePoly > &ts, TriangularSetMode tsm, const mpz_class &c)TriangularSet< Field, RecursivePoly >
upper(const Symbol &s, BPASTriangularSet< Field, RecursivePoly > &ts) constRegularChain< Field, RecursivePoly >virtual
variables() constRegularChain< Field, RecursivePoly >inlinevirtual
~TriangularSet()TriangularSet< Field, RecursivePoly >