Uses of Class
edu.jas.gb.SigPoly
Packages that use SigPoly
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Uses of SigPoly in edu.jas.gb
Fields in edu.jas.gb declared as SigPolyFields in edu.jas.gb with type parameters of type SigPolyMethods in edu.jas.gb that return SigPolyModifier and TypeMethodDescriptionGroebnerBaseArriSigSeqIter.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top normalform.GroebnerBaseF5zSigSeqIter.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top normalform.GroebnerBaseSigSeqIter.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top normalform.SigReduction.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Normalform.SigReductionSeq.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top normalform.SigReductionSeq.sigSemiNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top semi-complete normalform.Methods in edu.jas.gb with parameters of type SigPolyModifier and TypeMethodDescriptionboolean
Is in Normalform.boolean
Is in top normalform.boolean
Is top reducible.boolean
Is top reducible.boolean
Is sigma redundant.boolean
Is sigma redundant, alternative algorithm.Pair with signature.GroebnerBaseArriSigSeqIter.newPair
(GenPolynomial<C> s, SigPoly<C> A, SigPoly<C> B, List<SigPoly<C>> G) Pair with signature.Pair with signature.Pair with signature.GroebnerBaseArriSigSeqIter.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top normalform.GroebnerBaseF5zSigSeqIter.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top normalform.GroebnerBaseSigSeqIter.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top normalform.SigReduction.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Normalform.SigReductionSeq.sigNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top normalform.SigReductionSeq.sigSemiNormalform
(List<GenPolynomial<C>> F, List<SigPoly<C>> G, SigPoly<C> A) Top semi-complete normalform.(package private) GenPolynomial
<C> GroebnerBaseGGVSigSeqIter.SPolynomial
(SigPoly<C> A, SigPoly<C> B) S-Polynomial.(package private) GenPolynomial
<C> GroebnerBaseSigSeqIter.SPolynomial
(SigPoly<C> A, SigPoly<C> B) S-Polynomial.SigReduction.SPolynomial
(SigPoly<C> Ap, SigPoly<C> Bp) S-Polynomial.SigReductionSeq.SPolynomial
(SigPoly<C> A, SigPoly<C> B) S-Polynomial.SigReductionSeq.SPolynomialExpVectorFactors
(SigPoly<C> A, SigPoly<C> B) S-Polynomial factors.(package private) GenPolynomial<C>[]
GroebnerBaseSigSeqIter.SPolynomialFactors
(SigPoly<C> A, SigPoly<C> B) S-Polynomial polynomial factors.GenPolynomial<C>[]
SigReductionSeq.SPolynomialFactors
(SigPoly<C> A, SigPoly<C> B) S-Polynomial polynomial factors.SigReductionSeq.SPolynomialHalf
(SigPoly<C> A, SigPoly<C> B) S-Polynomial half.(package private) void
Update syzygy list.(package private) void
Update syzygy list.(package private) void
Update syzygy list.(package private) void
Update syzygy list.Method parameters in edu.jas.gb with type arguments of type SigPolyModifier and TypeMethodDescriptionboolean
Is in Normalform.boolean
Is in top normalform.boolean
Is top reducible.boolean
Is top reducible.boolean
Is sigma redundant.boolean
Is sigma redundant, alternative algorithm.Pair with signature.GroebnerBaseArriSigSeqIter.newPair
(GenPolynomial<C> s, SigPoly<C> A, SigPoly<C> B, List<SigPoly<C>> G) Pair with signature.Pair with signature.Pair with signature.Select polynomials.Constructors in edu.jas.gb with parameters of type SigPolyModifierConstructorDescriptionSigPair constructor.SigPair constructor.Constructor parameters in edu.jas.gb with type arguments of type SigPoly