Uses of Class
edu.jas.poly.ExpVector
Packages that use ExpVector
Package
Description
Groebner base application package.
Factorization domain package for solvable polynomial rings.
Groebner bases package.
Groebner bases using unique factorization package.
Generic coefficients polynomial package.
Generic coefficients power series package.
Unique factorization domain package.
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Uses of ExpVector in edu.jas.application
Fields in edu.jas.application with type parameters of type ExpVectorModifier and TypeFieldDescriptionprotected final SortedMap
<ExpVector, LinkedList<CPair<C>>> OrderedCPairlist.pairlist
Methods in edu.jas.application that return ExpVectorModifier and TypeMethodDescriptionColorPolynomial.leadingExpVector()
Get leading exponent vector.Methods in edu.jas.application that return types with arguments of type ExpVectorModifier and TypeMethodDescriptionprivate SortedMap
<ExpVector, LinkedList<CPair<C>>> OrderedCPairlist.clonePairlist()
Clone this pairlist.ColorPolynomial.leadingMonomial()
Get leading monomial.Methods in edu.jas.application with parameters of type ExpVectorModifier and TypeMethodDescriptionboolean
OrderedCPairlist.criterion3
(int i, int j, ExpVector eij) GB criterium 3.ColorPolynomial.multiply
(GenPolynomial<C> s, ExpVector e) ColorPolynomial multiplication by monomial.Local multiplication by exponent.LocalSolvablePolynomial.multiply
(SolvableLocal<C> b, ExpVector e) LocalSolvablePolynomial multiplication.LocalSolvablePolynomial.multiply
(SolvableLocal<C> b, ExpVector e, SolvableLocal<C> c, ExpVector f) LocalSolvablePolynomial left and right multiplication.LocalSolvablePolynomial multiplication.LocalSolvablePolynomial left and right multiplication.ResidueSolvablePolynomial.multiply
(SolvableResidue<C> b, ExpVector e) ResidueSolvablePolynomial multiplication.ResidueSolvablePolynomial.multiply
(SolvableResidue<C> b, ExpVector e, SolvableResidue<C> c, ExpVector f) ResidueSolvablePolynomial left and right multiplication.ResidueSolvablePolynomial multiplication.ResidueSolvablePolynomial left and right multiplication.ResidueSolvableWordPolynomial.multiply
(WordResidue<C> b, ExpVector e) ResidueSolvableWordPolynomial multiplication.ResidueSolvableWordPolynomial.multiply
(WordResidue<C> b, ExpVector e, WordResidue<C> c, ExpVector f) ResidueSolvableWordPolynomial left and right multiplication.ResidueSolvableWordPolynomial multiplication.ResidueSolvableWordPolynomial left and right multiplication.SolvableLocal multiplication by exponent.SolvableLocalResidue multiplication by exponent.SolvableResidue multiplication.LocalSolvablePolynomial.multiplyLeft
(SolvableLocal<C> b, ExpVector e) LocalSolvablePolynomial multiplication.LocalSolvablePolynomial.multiplyLeft
(ExpVector e) LocalSolvablePolynomial multiplication.ResidueSolvablePolynomial.multiplyLeft
(SolvableResidue<C> b, ExpVector e) ResidueSolvablePolynomial multiplication.ResidueSolvablePolynomial.multiplyLeft
(ExpVector e) ResidueSolvablePolynomial multiplication.ResidueSolvableWordPolynomial.multiplyLeft
(WordResidue<C> b, ExpVector e) ResidueSolvableWordPolynomial multiplication.ResidueSolvableWordPolynomial.multiplyLeft
(ExpVector e) ResidueSolvableWordPolynomial multiplication.protected LocalSolvablePolynomial
<C> LocalSolvablePolynomial multiplication.protected ResidueSolvablePolynomial
<C> ResidueSolvablePolynomial multiplication with exponent vector.protected ResidueSolvableWordPolynomial
<C> ResidueSolvableWordPolynomial multiplication.ColorPolynomial.subtract
(GenPolynomial<C> s, ExpVector e) ColorPolynomial subtract.ColorPolynomial.sum
(GenPolynomial<C> s, ExpVector e) ColorPolynomial summation.ResidueSolvableWordPolynomialRing.valueOf
(WordResidue<C> a, ExpVector e) Get a ResidueSolvableWordPolynomial<C> element from a coefficient and an ExpVector.Get a ResidueSolvableWordPolynomial<C> element from an ExpVector.Method parameters in edu.jas.application with type arguments of type ExpVectorModifier and TypeMethodDescriptionLocalSolvablePolynomial.multiply
(Map.Entry<ExpVector, SolvableLocal<C>> m) LocalSolvablePolynomial multiplication.ResidueSolvablePolynomial.multiply
(Map.Entry<ExpVector, SolvableResidue<C>> m) ResidueSolvablePolynomial multiplication.ResidueSolvableWordPolynomial.multiply
(Map.Entry<ExpVector, WordResidue<C>> m) ResidueSolvableWordPolynomial multiplication.LocalSolvablePolynomial.multiplyLeft
(Map.Entry<ExpVector, SolvableLocal<C>> m) LocalSolvablePolynomial multiplication.ResidueSolvablePolynomial.multiplyLeft
(Map.Entry<ExpVector, SolvableResidue<C>> m) ResidueSolvablePolynomial multiplication.ResidueSolvableWordPolynomial.multiplyLeft
(Map.Entry<ExpVector, WordResidue<C>> m) ResidueSolvableWordPolynomial multiplication.Constructors in edu.jas.application with parameters of type ExpVectorModifierConstructorDescriptionConstructor for LocalSolvablePolynomial.Constructor for ResidueSolvablePolynomial.Constructor for ResidueSolvablePolynomial.ResidueSolvableWordPolynomial
(ResidueSolvableWordPolynomialRing<C> r, WordResidue<C> c, ExpVector e) Constructor for ResidueSolvableWordPolynomial.Constructor for ResidueSolvableWordPolynomial.Constructor parameters in edu.jas.application with type arguments of type ExpVectorModifierConstructorDescriptionprotected
Constructor for LocalSolvablePolynomial.private
OrderedCPairlist
(int m, GenPolynomialRing<GenPolynomial<C>> r, List<ColorPolynomial<C>> P, SortedMap<ExpVector, LinkedList<CPair<C>>> pl, List<BitSet> red, CReductionSeq<C> cred, int pc, int rc) Internal constructor for OrderedPairlist.protected
ResidueSolvablePolynomial
(ResidueSolvablePolynomialRing<C> r, SortedMap<ExpVector, SolvableResidue<C>> v) Constructor for ResidueSolvablePolynomial.protected
ResidueSolvableWordPolynomial
(ResidueSolvableWordPolynomialRing<C> r, SortedMap<ExpVector, WordResidue<C>> v) Constructor for ResidueSolvableWordPolynomial. -
Uses of ExpVector in edu.jas.fd
Methods in edu.jas.fd with parameters of type ExpVectorModifier and TypeMethodDescriptionQuotSolvablePolynomial.multiply
(SolvableQuotient<C> b, ExpVector e) QuotSolvablePolynomial multiplication.QuotSolvablePolynomial.multiply
(SolvableQuotient<C> b, ExpVector e, SolvableQuotient<C> c, ExpVector f) QuotSolvablePolynomial left and right multiplication.QuotSolvablePolynomial multiplication.QuotSolvablePolynomial left and right multiplication.SolvableQuotient multiplication by exponent.QuotSolvablePolynomial.multiplyLeft
(SolvableQuotient<C> b, ExpVector e) QuotSolvablePolynomial multiplication.QuotSolvablePolynomial.multiplyLeft
(ExpVector e) QuotSolvablePolynomial multiplication.protected QuotSolvablePolynomial
<C> QuotSolvablePolynomial multiplication.Method parameters in edu.jas.fd with type arguments of type ExpVectorModifier and TypeMethodDescriptionQuotSolvablePolynomial.multiply
(Map.Entry<ExpVector, SolvableQuotient<C>> m) QuotSolvablePolynomial multiplication.QuotSolvablePolynomial.multiplyLeft
(Map.Entry<ExpVector, SolvableQuotient<C>> m) QuotSolvablePolynomial multiplication.Constructors in edu.jas.fd with parameters of type ExpVectorModifierConstructorDescriptionConstructor for QuotSolvablePolynomial.Constructor parameters in edu.jas.fd with type arguments of type ExpVectorModifierConstructorDescriptionprotected
Constructor for QuotSolvablePolynomial. -
Uses of ExpVector in edu.jas.gb
Fields in edu.jas.gb declared as ExpVectorFields in edu.jas.gb with type parameters of type ExpVectorModifier and TypeFieldDescriptionprotected final SortedMap
<ExpVector, LinkedList<Pair<C>>> OrderedPairlist.pairlist
Methods in edu.jas.gb that return ExpVectorModifier and TypeMethodDescriptionSigReductionSeq.SPolynomialExpVectorFactors
(SigPoly<C> A, SigPoly<C> B) S-Polynomial factors.Methods in edu.jas.gb that return types with arguments of type ExpVectorModifier and TypeMethodDescriptionGroebnerBaseArriSigSeqIter.initializeSyz
(List<GenPolynomial<C>> F, List<SigPoly<C>> G) Initializes syzygy list.GroebnerBaseF5zSigSeqIter.initializeSyz
(List<GenPolynomial<C>> F, List<SigPoly<C>> G) Initializes syzygy list.GroebnerBaseGGVSigSeqIter.initializeSyz
(List<GenPolynomial<C>> F, List<SigPoly<C>> G) Initializes syzygy list.GroebnerBaseSigSeqIter.initializeSyz
(List<GenPolynomial<C>> F, List<SigPoly<C>> G) Initializes syzygy list.Methods in edu.jas.gb with parameters of type ExpVectorModifier and TypeMethodDescription(package private) boolean
GroebnerBaseAbstract.criterion3
(int i, int j, ExpVector eij, List<GenPolynomial<C>> P) GB criterium 3.boolean
OrderedDPairlist.criterion3
(int i, int j, ExpVector eij) GB criterium 3 with coefficient division test.boolean
OrderedMinPairlist.criterion3
(int i, int j, ExpVector eij) GB criterium 3.boolean
OrderedPairlist.criterion3
(int i, int j, ExpVector eij) GB criterium 3.boolean
OrderedSyzPairlist.criterion3
(int i, int j, ExpVector eij) GB criterium 3.boolean
PairList.criterion3
(int i, int j, ExpVector eij) GB criterium 3.boolean
DReductionSeq.criterion4
(GenPolynomial<C> A, GenPolynomial<C> B, ExpVector e) GB criterium 4.boolean
Reduction.criterion4
(ExpVector ei, ExpVector ej, ExpVector e) GB criterium 4.boolean
Reduction.criterion4
(GenPolynomial<C> A, GenPolynomial<C> B, ExpVector e) GB criterium 4.boolean
ReductionAbstract.criterion4
(ExpVector ei, ExpVector ej, ExpVector e) GB criterium 4.boolean
ReductionAbstract.criterion4
(GenPolynomial<C> A, GenPolynomial<C> B, ExpVector e) GB criterium 4.boolean
Reduction.moduleCriterion
(int modv, ExpVector ei, ExpVector ej) Module criterium.boolean
ReductionAbstract.moduleCriterion
(int modv, ExpVector ei, ExpVector ej) Module criterium.Method parameters in edu.jas.gb with type arguments of type ExpVectorModifier and TypeMethodDescription(package private) void
Update syzygy list.(package private) void
Update syzygy list.(package private) void
Update syzygy list.(package private) void
Update syzygy list.Constructors in edu.jas.gb with parameters of type ExpVectorModifierConstructorDescriptionAbstractPair
(ExpVector lcm, GenPolynomial<C> a, GenPolynomial<C> b, int i, int j) AbstractPair constructor.AbstractPair
(ExpVector lcm, GenPolynomial<C> a, GenPolynomial<C> b, int i, int j, int s) AbstractPair constructor.CriticalPair
(ExpVector e, GenPolynomial<C> pi, GenPolynomial<C> pj, int i, int j) CriticalPair constructor.Pair
(ExpVector lcm, GenPolynomial<C> a, GenPolynomial<C> b, int i, int j) Pair constructor.Pair
(ExpVector lcm, GenPolynomial<C> a, GenPolynomial<C> b, int i, int j, int s) Pair constructor.SigPair constructor. -
Uses of ExpVector in edu.jas.gbufd
Methods in edu.jas.gbufd that return ExpVectorModifier and TypeMethodDescriptionGroebnerBaseWalk.facetNormal
(TermOrder t1, TermOrder t2, Set<ExpVector> delta, ExpVector zero, long[][] t2weight) Determine new facet normal.Methods in edu.jas.gbufd with parameters of type ExpVectorModifier and TypeMethodDescriptionboolean
OrderedRPairlist.criterion3
(int i, int j, ExpVector eij) GB criterium 3.boolean
RReductionSeq.criterion4
(GenPolynomial<C> A, GenPolynomial<C> B, ExpVector e) GB criterium 4.GroebnerBaseWalk.facetNormal
(TermOrder t1, TermOrder t2, Set<ExpVector> delta, ExpVector zero, long[][] t2weight) Determine new facet normal.Method parameters in edu.jas.gbufd with type arguments of type ExpVector -
Uses of ExpVector in edu.jas.poly
Subclasses of ExpVector in edu.jas.polyModifier and TypeClassDescriptionfinal class
ExpVectorByte implements exponent vectors for polynomials using arrays of byte as storage unit.final class
ExpVectorInteger implements exponent vectors for polynomials using arrays of int as storage unit.final class
ExpVectorLong implements exponent vectors for polynomials using arrays of long as storage unit.final class
ExpVectorShort implements exponent vectors for polynomials using arrays of short as storage unit.Fields in edu.jas.poly declared as ExpVectorModifier and TypeFieldDescriptionfinal ExpVector
Monomial.e
Exponent of monomial.final ExpVector
TableRelation.e
First ExpVector of the data structure.private final ExpVector
ExpVectorPair.e1
private final ExpVector
ExpVectorPair.e2
final ExpVector
GenPolynomialRing.evzero
The constant exponent vector 0 for this ring.final ExpVector
TableRelation.f
Second ExpVector of the data structure.Fields in edu.jas.poly with type parameters of type ExpVectorModifier and TypeFieldDescriptionPolyIterator.ms
Internal iterator over polynomial map.protected Spliterator
<Map.Entry<ExpVector, C>> PolySpliterator.ms
Internal spliterator over polynomial map.GenPolynomialIterator.powers
PolySpliterator.sm
Polynomial sorted map.GenPolynomial.val
The data structure for polynomials.Methods in edu.jas.poly that return ExpVectorModifier and TypeMethodDescriptionabstract ExpVector
ExpVector.abs()
ExpVector absolute value.abstract ExpVector
Combine with ExpVector.abstract ExpVector
ExpVector.contract
(int i, int len) Contract variables.abstract ExpVector
ExpVector.copy()
Clone this.static final ExpVector
ExpVector.create
(int n) Factory constructor for ExpVector.static final ExpVector
ExpVector.create
(int n, int i, long e) Factory constructor for ExpVector.static final ExpVector
ExpVector.create
(long[] v) Internal factory constructor for ExpVector.static final ExpVector
Factory constructor for ExpVector.static final ExpVector
ExpVector.create
(Collection<Long> v) Factory constructor for ExpVector.GenPolynomial.degreeVector()
Maximal degree vector.static final ExpVector
ExpVector absolute value.static final ExpVector
ExpVector difference.static final ExpVector
ExpVector greatest common divisor.static final ExpVector
ExpVector least common multiple.static final ExpVector
ExpVector negate.static final ExpVector
ExpVector.EVRAND
(int r, long k, float q) Generate a random ExpVector.static final ExpVector
Generate a random ExpVector.static final ExpVector
ExpVector substitution.static final ExpVector
ExpVector summation.Monomial.exponent()
Getter for exponent.abstract ExpVector
ExpVector.extend
(int i, int j, long e) Extend variables.abstract ExpVector
ExpVector.extendLower
(int i, int j, long e) Extend lower variables.abstract ExpVector
ExpVector greatest common divisor.ExpVectorPair.getFirst()
ExpVectorPair.getSecond()
abstract ExpVector
ExpVector least common multiple.GenPolynomial.leadingExpVector()
Leading exponent vector.Polynomial.leadingExpVector()
Leading exponent vector.Word.leadingExpVector()
Word leading exponent vector.abstract ExpVector
ExpVector.negate()
ExpVector negate.abstract ExpVector
ExpVector.permutation
(List<Integer> P) Permutation of exponent vector.static final ExpVector
ExpVector.random
(int r, long k, float q) Generate a random ExpVector.static final ExpVector
Generate a random ExpVector.abstract ExpVector
ExpVector.reverse()
Reverse variables.abstract ExpVector
ExpVector.reverse
(int j) Reverse lower j variables.abstract ExpVector
ExpVector.scalarMultiply
(long s) ExpVector multiply by scalar.ExpVector.subst
(int i, long d) ExpVector substitution.abstract ExpVector
ExpVector subtract.abstract ExpVector
ExpVector summation.GenPolynomial.trailingExpVector()
Trailing exponent vector.static ExpVector
Value of other.static ExpVector
Value of other.static ExpVector
Value of other.static ExpVector
Value of other.static ExpVector
Value of other.Methods in edu.jas.poly that return types with arguments of type ExpVectorModifier and TypeMethodDescriptionGenPolynomial.contract
(GenPolynomialRing<C> pfac) Contract variables.Polynomial.contract
(PolynomialRing<C> pfac) Contract variables.GenPolynomial.deltaExpVectors()
Delta of exponent vectors.GenPolynomial.deltaExpVectors
(ExpVector u) Delta of exponent vectors.PolynomialList.deltaExpVectors()
Union of the delta of exponent vectors of all polynomials.PolynomialList.deltaExpVectors
(List<ExpVector> mark) Union of the delta of exponent vectors of all polynomials.GenPolynomial.exponentIterator()
Iterator over exponents.Polynomial.exponentIterator()
Iterator over exponents.ExpVector.factory()
Get the corresponding element factory.GenPolynomial.getMap()
ExpVector to coefficient map of GenPolynomial.PolyUtil.leadingExpVector
(List<GenPolynomial<C>> L) Polynomial list leading exponent vectors.GenPolynomial.leadingMonomial()
Leading monomial.Polynomial.leadingMonomial()
Leading monomial.Methods in edu.jas.poly with parameters of type ExpVectorModifier and TypeMethodDescriptionstatic final TermOrder
TermOrderByName.blockOrder
(TermOrder t1, ExpVector e, int s) Construct elimination block TermOrder.static final TermOrder
TermOrderByName.blockOrder
(TermOrder t1, TermOrder t2, ExpVector e, int s) Construct elimination block TermOrder.GenPolynomial.coefficient
(ExpVector e) Coefficient.abstract ExpVector
Combine with ExpVector.Combine with ExpVector.Combine with ExpVector.Combine with ExpVector.Combine with ExpVector.abstract int
int
ExpVector compareTo.int
ExpVector compareTo.int
ExpVector compareTo.int
ExpVector compareTo.int
ExpVector compareTo.GenPolynomial.deltaExpVectors
(ExpVector u) Delta of exponent vectors.boolean
ExpVector divides test.void
GenPolynomial destructive summation.void
GenPolynomial.doPutToMap
(ExpVector e, C c) Put an ExpVector to coefficient entry into the internal map of this GenPolynomial.void
GenPolynomial.doRemoveFromMap
(ExpVector e, C c) Remove an ExpVector to coefficient entry from the internal map of this GenPolynomial.static final ExpVector
ExpVector absolute value.static final ExpVector
ExpVector difference.static final int[]
ExpVector dependency on variables.static final ExpVector
ExpVector greatest common divisor.static final int
Inverse graded lexicographical compare.static final int
Inverse graded lexicographical compare part.static final int
Inverse lexicographical compare.static final int
Inverse lexicographical compare part.static final int
Inverse total degree lexicographical compare.static final int
Inverse weighted lexicographical compare.static final int
Inverse weighted lexicographical compare part.static final ExpVector
ExpVector least common multiple.static final long
ExpVector maximal degree.static final long
ExpVector minimal degree.static final boolean
ExpVector multiple test.static final ExpVector
ExpVector negate.static final int
Reverse inverse graded lexicographical compare.static final int
Reverse inverse graded lexicographical compare part.static final int
Reverse inverse lexicographical compare.static final int
Reverse inverse lexicographical compare part.static final int
ExpVector.EVRLITDEGC
(ExpVector U, ExpVector V) Reverse lexicographical inverse total degree compare.static final int
ExpVector sign.static final ExpVector
ExpVector substitution.static final ExpVector
ExpVector summation.static final long
ExpVector total degree.static final long
ExpVector weighted degree.static List
<GenPolynomial<BigInteger>> TermOrderOptimization.expVectorAdd
(List<GenPolynomial<BigInteger>> dm, ExpVector e) Degree matrix exponent vector add.static BigInteger
PolyUtil.factorBound
(ExpVector e) Factor coefficient bound.abstract ExpVector
ExpVector greatest common divisor.ExpVector greatest common divisor.ExpVector greatest common divisor.ExpVector greatest common divisor.ExpVector greatest common divisor.abstract int
ExpVector.invGradCompareTo
(ExpVector V) ExpVector inverse graded lexicographical compareTo.abstract int
ExpVector.invGradCompareTo
(ExpVector V, int begin, int end) ExpVector inverse graded lexicographical compareTo.int
ExpVectorByte.invGradCompareTo
(ExpVector V) ExpVector inverse graded lexicographical compareTo.int
ExpVectorByte.invGradCompareTo
(ExpVector V, int begin, int end) ExpVector inverse graded lexicographical compareTo.int
ExpVectorInteger.invGradCompareTo
(ExpVector V) ExpVector inverse graded lexicographical compareTo.int
ExpVectorInteger.invGradCompareTo
(ExpVector V, int begin, int end) ExpVector inverse graded lexicographical compareTo.int
ExpVectorLong.invGradCompareTo
(ExpVector V) ExpVector inverse graded lexicographical compareTo.int
ExpVectorLong.invGradCompareTo
(ExpVector V, int begin, int end) ExpVector inverse graded lexicographical compareTo.int
ExpVectorShort.invGradCompareTo
(ExpVector V) ExpVector inverse graded lexicographical compareTo.int
ExpVectorShort.invGradCompareTo
(ExpVector V, int begin, int end) ExpVector inverse graded lexicographical compareTo.abstract int
ExpVector.invLexCompareTo
(ExpVector V) ExpVector inverse lexicographical compareTo.abstract int
ExpVector.invLexCompareTo
(ExpVector V, int begin, int end) ExpVector inverse lexicographical compareTo.int
ExpVectorByte.invLexCompareTo
(ExpVector V) ExpVector inverse lexicographical compareTo.int
ExpVectorByte.invLexCompareTo
(ExpVector V, int begin, int end) ExpVector inverse lexicographical compareTo.int
ExpVectorInteger.invLexCompareTo
(ExpVector V) ExpVector inverse lexicographical compareTo.int
ExpVectorInteger.invLexCompareTo
(ExpVector V, int begin, int end) ExpVector inverse lexicographical compareTo.int
ExpVectorLong.invLexCompareTo
(ExpVector V) ExpVector inverse lexicographical compareTo.int
ExpVectorLong.invLexCompareTo
(ExpVector V, int begin, int end) ExpVector inverse lexicographical compareTo.int
ExpVectorShort.invLexCompareTo
(ExpVector V) ExpVector inverse lexicographical compareTo.int
ExpVectorShort.invLexCompareTo
(ExpVector V, int begin, int end) ExpVector inverse lexicographical compareTo.abstract int
ExpVector.invTdegCompareTo
(ExpVector V) ExpVector inverse total degree lexicographical compareTo.int
ExpVectorByte.invTdegCompareTo
(ExpVector V) ExpVector inverse total degree lexicographical compareTo.int
ExpVectorInteger.invTdegCompareTo
(ExpVector V) ExpVector inverse total degree lexicographical compareTo.int
ExpVectorLong.invTdegCompareTo
(ExpVector V) ExpVector inverse total degree lexicographical compareTo.int
ExpVectorShort.invTdegCompareTo
(ExpVector V) ExpVector inverse total degree lexicographical compareTo.abstract int
ExpVector.invWeightCompareTo
(long[][] w, ExpVector V) ExpVector inverse weighted lexicographical compareTo.abstract int
ExpVector.invWeightCompareTo
(long[][] w, ExpVector V, int begin, int end) ExpVector inverse weighted lexicographical compareTo.int
ExpVectorByte.invWeightCompareTo
(long[][] w, ExpVector V) ExpVector inverse weighted lexicographical compareTo.int
ExpVectorByte.invWeightCompareTo
(long[][] w, ExpVector V, int begin, int end) ExpVector inverse weighted lexicographical compareTo.int
ExpVectorInteger.invWeightCompareTo
(long[][] w, ExpVector V) ExpVector inverse weighted lexicographical compareTo.int
ExpVectorInteger.invWeightCompareTo
(long[][] w, ExpVector V, int begin, int end) ExpVector inverse weighted lexicographical compareTo.int
ExpVectorLong.invWeightCompareTo
(long[][] w, ExpVector V) ExpVector inverse weighted lexicographical compareTo.int
ExpVectorLong.invWeightCompareTo
(long[][] w, ExpVector V, int begin, int end) ExpVector inverse weighted lexicographical compareTo.int
ExpVectorShort.invWeightCompareTo
(long[][] w, ExpVector V) ExpVector inverse weighted lexicographical compareTo.int
ExpVectorShort.invWeightCompareTo
(long[][] w, ExpVector V, int begin, int end) ExpVector inverse weighted lexicographical compareTo.abstract ExpVector
ExpVector least common multiple.ExpVector least common multiple.ExpVector least common multiple.ExpVector least common multiple.ExpVector least common multiple.GenPolynomial.leadingFacetPolynomial
(ExpVector u, ExpVector uv) Leading facet normal polynomial.Lookup RelationTable for existing relation.Construct a key for (e,f).abstract boolean
ExpVector.multipleOf
(ExpVector V) ExpVector multiple test.boolean
ExpVectorByte.multipleOf
(ExpVector V) ExpVector multiple test.boolean
ExpVectorInteger.multipleOf
(ExpVector V) ExpVector multiple test.boolean
ExpVectorLong.multipleOf
(ExpVector V) ExpVector multiple test.boolean
ExpVectorShort.multipleOf
(ExpVector V) ExpVector multiple test.GenPolynomial multiplication.GenPolynomial multiplication.GenSolvablePolynomial multiplication.GenSolvablePolynomial left and right multiplication.GenSolvablePolynomial multiplication.GenSolvablePolynomial left and right multiplication.QLRSolvablePolynomial multiplication.QLRSolvablePolynomial left and right multiplication.QLRSolvablePolynomial multiplication.QLRSolvablePolynomial left and right multiplication.RecSolvablePolynomial multiplication.RecSolvablePolynomial left and right multiplication.RecSolvablePolynomial.multiply
(GenPolynomial<C> b, ExpVector e) RecSolvablePolynomial multiplication.RecSolvablePolynomial.multiply
(GenPolynomial<C> b, ExpVector e, GenPolynomial<C> c, ExpVector f) RecSolvablePolynomial left and right multiplication.RecSolvableWordPolynomial multiplication.RecSolvableWordPolynomial left and right multiplication.RecSolvableWordPolynomial.multiply
(GenWordPolynomial<C> b, ExpVector e) RecSolvableWordPolynomial multiplication.RecSolvableWordPolynomial.multiply
(GenWordPolynomial<C> b, ExpVector e, GenWordPolynomial<C> c, ExpVector f) RecSolvableWordPolynomial left and right multiplication.GenSolvablePolynomial.multiplyLeft
(C b, ExpVector e) GenSolvablePolynomial multiplication.GenSolvablePolynomial.multiplyLeft
(ExpVector e) GenSolvablePolynomial multiplication.QLRSolvablePolynomial.multiplyLeft
(C b, ExpVector e) QLRSolvablePolynomial multiplication.QLRSolvablePolynomial.multiplyLeft
(ExpVector e) QLRSolvablePolynomial multiplication.RecSolvablePolynomial.multiplyLeft
(ExpVector e) RecSolvablePolynomial multiplication.RecSolvablePolynomial.multiplyLeft
(GenPolynomial<C> b, ExpVector e) RecSolvablePolynomial multiplication.RecSolvableWordPolynomial.multiplyLeft
(ExpVector e) RecSolvableWordPolynomial multiplication.RecSolvableWordPolynomial.multiplyLeft
(GenWordPolynomial<C> b, ExpVector e) RecSolvableWordPolynomial multiplication.abstract int
ExpVector.revInvGradCompareTo
(ExpVector V) ExpVector reverse inverse graded compareTo.abstract int
ExpVector.revInvGradCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse graded compareTo.int
ExpVectorByte.revInvGradCompareTo
(ExpVector V) ExpVector reverse inverse graded compareTo.int
ExpVectorByte.revInvGradCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse graded compareTo.int
ExpVectorInteger.revInvGradCompareTo
(ExpVector V) ExpVector reverse inverse graded compareTo.int
ExpVectorInteger.revInvGradCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse graded compareTo.int
ExpVectorLong.revInvGradCompareTo
(ExpVector V) ExpVector reverse inverse graded compareTo.int
ExpVectorLong.revInvGradCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse graded compareTo.int
ExpVectorShort.revInvGradCompareTo
(ExpVector V) ExpVector reverse inverse graded compareTo.int
ExpVectorShort.revInvGradCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse graded compareTo.abstract int
ExpVector.revInvLexCompareTo
(ExpVector V) ExpVector reverse inverse lexicographical compareTo.abstract int
ExpVector.revInvLexCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse lexicographical compareTo.int
ExpVectorByte.revInvLexCompareTo
(ExpVector V) ExpVector reverse inverse lexicographical compareTo.int
ExpVectorByte.revInvLexCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse lexicographical compareTo.int
ExpVectorInteger.revInvLexCompareTo
(ExpVector V) ExpVector reverse inverse lexicographical compareTo.int
ExpVectorInteger.revInvLexCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse lexicographical compareTo.int
ExpVectorLong.revInvLexCompareTo
(ExpVector V) ExpVector reverse inverse lexicographical compareTo.int
ExpVectorLong.revInvLexCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse lexicographical compareTo.int
ExpVectorShort.revInvLexCompareTo
(ExpVector V) ExpVector reverse inverse lexicographical compareTo.int
ExpVectorShort.revInvLexCompareTo
(ExpVector V, int begin, int end) ExpVector reverse inverse lexicographical compareTo.abstract int
ExpVector.revLexInvTdegCompareTo
(ExpVector V) ExpVector reverse lexicographical inverse total degree compareTo.int
ExpVectorByte.revLexInvTdegCompareTo
(ExpVector V) ExpVector reverse lexicographical inverse total degree compareTo.int
ExpVectorInteger.revLexInvTdegCompareTo
(ExpVector V) ExpVector reverse lexicographical inverse total degree compareTo.int
ExpVectorLong.revLexInvTdegCompareTo
(ExpVector V) ExpVector reverse lexicographical inverse total degree compareTo.int
ExpVectorShort.revLexInvTdegCompareTo
(ExpVector V) ExpVector reverse lexicographical inverse total degree compareTo.GenPolynomial.scaleSubtractMultiple
(C b, C a, ExpVector e, GenPolynomial<C> S) GenPolynomial scale and subtract a multiple.GenPolynomial.scaleSubtractMultiple
(C b, ExpVector g, C a, ExpVector e, GenPolynomial<C> S) GenPolynomial scale and subtract a multiple.GenSolvablePolynomial.scaleSubtractMultiple
(C b, C a, ExpVector e, GenSolvablePolynomial<C> S) GenSolvablePolynomial scale and subtract a multiple.GenSolvablePolynomial.scaleSubtractMultiple
(C b, ExpVector g, C a, ExpVector e, GenSolvablePolynomial<C> S) GenSolvablePolynomial scale and subtract a multiple.protected QLRSolvablePolynomial
<C, D> QLRSolvablePolynomial multiplication with exponent vector.RecSolvablePolynomial multiplication.protected RecSolvableWordPolynomial
<C> RecSolvableWordPolynomial multiplication.abstract ExpVector
ExpVector subtract.ExpVector subtract.ExpVector subtract.ExpVector subtract.ExpVector subtract.GenPolynomial subtraction.GenPolynomial.subtractMultiple
(C a, ExpVector e, GenPolynomial<C> S) GenPolynomial subtract a multiple.GenSolvablePolynomial.subtractMultiple
(C a, ExpVector e, GenSolvablePolynomial<C> S) GenSolvablePolynomial subtract a multiple.abstract ExpVector
ExpVector summation.ExpVector summation.ExpVector summation.ExpVector summation.ExpVector summation.GenPolynomial addition.static <C extends RingElem<C>>
Product<GenPolynomial<C>> PolyUtil.toProduct
(ProductRing<GenPolynomial<C>> pfac, C c, ExpVector e) Product representation.Get a scripting compatible string representation of an ExpVector of this ring.void
RelationTable.update
(ExpVector e, ExpVector f, GenPolynomial<C> p) Update or initialize RelationTable with new relation.void
RelationTable.update
(ExpVector e, ExpVector f, GenSolvablePolynomial<C> p) Update or initialize RelationTable with new relation.static ExpVector
Value of other.static ExpVector
Value of other.static ExpVector
Value of other.static ExpVector
Value of other.static ExpVector
Value of other.Get a GenExteriorPolynomial from a coefficient and an ExpVector.Get a GenExteriorPolynomial from an ExpVector.Get a GenPolynomial<C> element from a coefficient and an exponent vector.Get a GenPolynomial<C> element from an exponent vector.Get a GenPolynomial<C> element from a coefficient and an exponent vector.Get a GenPolynomial<C> element from an exponent vector.Get a GenWordPolynomial<C> element from a coefficient and an ExpVector.Get a GenWordPolynomial<C> element from an ExpVector.Value of other.Get a RecSolvablePolynomial<C> element from an exponent vector.RecSolvablePolynomialRing.valueOf
(GenPolynomial<C> a, ExpVector e) Get a RecSolvablePolynomial<C> element from a coefficient and an exponent vector.Get a RecSolvableWordPolynomial<C> element from an ExpVector.RecSolvableWordPolynomialRing.valueOf
(GenWordPolynomial<C> a, ExpVector e) Get a RecSolvableWordPolynomial<C> element from a coefficient and an ExpVector.Get the Element for an ExpVector.Method parameters in edu.jas.poly with type arguments of type ExpVectorModifier and TypeMethodDescriptionPolynomialList.deltaExpVectors
(List<ExpVector> mark) Union of the delta of exponent vectors of all polynomials.void
GenPolynomial.doPutToMap
(SortedMap<ExpVector, C> vals) Put an a sorted map of exponents to coefficients into the internal map of this GenPolynomial.GenPolynomial.mapOnStream
(Function<? super Map.Entry<ExpVector, C>, ? extends Map.Entry<ExpVector, C>> f) Map a function to the polynomial stream entries.GenPolynomial.mapOnStream
(Function<? super Map.Entry<ExpVector, C>, ? extends Map.Entry<ExpVector, C>> f) Map a function to the polynomial stream entries.GenPolynomial.mapOnStream
(Function<? super Map.Entry<ExpVector, C>, ? extends Map.Entry<ExpVector, C>> f, boolean parallel) Map a function to the polynomial stream entries.GenPolynomial.mapOnStream
(Function<? super Map.Entry<ExpVector, C>, ? extends Map.Entry<ExpVector, C>> f, boolean parallel) Map a function to the polynomial stream entries.GenPolynomial multiplication.GenSolvablePolynomial multiplication.QLRSolvablePolynomial multiplication.RecSolvablePolynomial.multiply
(Map.Entry<ExpVector, GenPolynomial<C>> m) RecSolvablePolynomial multiplication.RecSolvableWordPolynomial.multiply
(Map.Entry<ExpVector, GenWordPolynomial<C>> m) RecSolvableWordPolynomial multiplication.GenSolvablePolynomial.multiplyLeft
(Map.Entry<ExpVector, C> m) GenSolvablePolynomial multiplication.QLRSolvablePolynomial.multiplyLeft
(Map.Entry<ExpVector, C> m) QLRSolvablePolynomial multiplication.RecSolvablePolynomial.multiplyLeft
(Map.Entry<ExpVector, GenPolynomial<C>> m) RecSolvablePolynomial multiplication.RecSolvableWordPolynomial.multiplyLeft
(Map.Entry<ExpVector, GenWordPolynomial<C>> m) RecSolvableWordPolynomial multiplication.Get a GenPolynomial<C> element from a list of exponent vectors.Constructors in edu.jas.poly with parameters of type ExpVectorModifierConstructorDescriptionExpVectorPair
(ExpVector e, ExpVector f) Constructors for ExpVectorPair.Constructor for GenExteriorPolynomial c * xe.Constructor for GenExteriorPolynomial xe.GenPolynomial
(GenPolynomialRing<C> r, C c, ExpVector e) Constructor for GenPolynomial c * xe.GenPolynomial
(GenPolynomialRing<C> r, ExpVector e) Constructor for GenPolynomial xe.Constructor for GenSolvablePolynomial.GenWordPolynomial
(GenWordPolynomialRing<C> r, C c, ExpVector e) Constructor for GenWordPolynomial c * xe.Constructor for GenWordPolynomial xe.Constructor of monomial.QLRSolvablePolynomial
(QLRSolvablePolynomialRing<C, D> r, C c, ExpVector e) Constructor for QLRSolvablePolynomial.Constructor for RecSolvablePolynomial.Constructor for RecSolvablePolynomial.Constructor for RecSolvableWordPolynomial.Constructor for RecSolvableWordPolynomial.TableRelation
(ExpVector e, ExpVector f, GenSolvablePolynomial<C> p) Constructor to setup the data structure.Constructor parameters in edu.jas.poly with type arguments of type ExpVectorModifierConstructorDescriptionprotected
GenPolynomial
(GenPolynomialRing<C> r, Map<ExpVector, C> v) Constructor for GenPolynomial.protected
GenPolynomial
(GenPolynomialRing<C> r, SortedMap<ExpVector, C> v) Constructor for GenPolynomial.private
GenPolynomial
(GenPolynomialRing<C> r, TreeMap<ExpVector, C> t) Private constructor for GenPolynomial.protected
Constructor for GenSolvablePolynomial.Constructor of monomial.Constructor of polynomial iterator.Constructor of polynomial spliterator.protected
PolySpliterator
(Spliterator<Map.Entry<ExpVector, C>> mse, SortedMap<ExpVector, C> m) Constructor of polynomial spliterator.protected
PolySpliterator
(Spliterator<Map.Entry<ExpVector, C>> mse, SortedMap<ExpVector, C> m) Constructor of polynomial spliterator.protected
Constructor for QLRSolvablePolynomial.protected
Constructor for RecSolvablePolynomial.protected
RecSolvableWordPolynomial
(RecSolvableWordPolynomialRing<C> r, SortedMap<ExpVector, GenWordPolynomial<C>> v) Constructor for RecSolvableWordPolynomial. -
Uses of ExpVector in edu.jas.ps
Fields in edu.jas.ps declared as ExpVectorModifier and TypeFieldDescription(package private) ExpVector
ExpVectorIterator.current
data structure.private ExpVector
MultiVarPowerSeries.evorder
ExpVector of order of power series.final ExpVector
MultiVarPowerSeriesRing.EVZERO
Zero ExpVector.Fields in edu.jas.ps with type parameters of type ExpVectorModifier and TypeFieldDescriptionprotected final TreeMap
<ExpVector, LinkedList<Pair<C>>> OrderedPairlist.pairlist
MultiVarCoefficients.zeroCache
Cache for known zero coefficients.Methods in edu.jas.ps that return ExpVectorModifier and TypeMethodDescriptionExpVectorIterator.next()
Get next ExpVector.MultiVarPowerSeries.orderExpVector()
Order ExpVector.Methods in edu.jas.ps that return types with arguments of type ExpVectorModifier and TypeMethodDescriptionExpVectorIterable.iterator()
Get an iterator over ExpVector.MultiVarPowerSeries.orderMonomial()
Order monomial.Methods in edu.jas.ps with parameters of type ExpVectorModifier and TypeMethodDescriptionMultiVarPowerSeries.coefficient
(ExpVector index) Get coefficient.boolean
OrderedPairlist.criterion3
(int i, int j, ExpVector eij) GB criterion 3.boolean
ReductionSeq.criterion4
(MultiVarPowerSeries<C> A, MultiVarPowerSeries<C> B, ExpVector e) GB criterion 4.PolynomialTaylorFunction.derivative
(ExpVector i) Multi-partial derivative.TaylorFunction.derivative
(ExpVector i) Multi-partial derivative.TaylorFunctionAdapter.derivative
(ExpVector i) Multi-partial derivative.protected abstract C
Generate coefficient.Get cached coefficient or generate coefficient.boolean
ReductionSeq.moduleCriterion
(int modv, ExpVector ei, ExpVector ej) Module criterion.Multiply by exponent vector and coefficient.Shift coefficients.Subtract exponent vector and coefficient.Sum exponent vector and coefficient.Method parameters in edu.jas.ps with type arguments of type ExpVectorModifier and TypeMethodDescriptionGenerate a power series via lambda expression.Sum monomial.Constructor parameters in edu.jas.ps with type arguments of type ExpVectorModifierConstructorDescriptionMultiVarCoefficients
(GenPolynomialRing<C> pf, HashMap<Long, GenPolynomial<C>> cache, HashSet<ExpVector> zeros) Public constructor with pre-filled caches.MultiVarCoefficients
(GenPolynomialRing<C> pf, HashMap<Long, GenPolynomial<C>> cache, HashSet<ExpVector> zeros, BitSet hc) Public constructor with pre-filled caches. -
Uses of ExpVector in edu.jas.ufd
Methods in edu.jas.ufd with parameters of type ExpVectorModifier and TypeMethodDescriptionQuotientTaylorFunction.derivative
(ExpVector i) Multi-partial derivative.Method parameters in edu.jas.ufd with type arguments of type ExpVectorModifier and TypeMethodDescriptionFactorInteger.factorDegrees
(List<ExpVector> E, int deg) BitSet for factor degree list.