The GAP 4 Manual - Full Index P
_ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
- PCentralSeries R 36.16
- PClassPGroup R 36.14
- PCore R 36.10
- PGL R 47.2
- PGU R 47.2
- PROFILETHRESHOLD V R 7.7
- PRump R 36.11
- PSL R 47.2
- PSP R 47.2
- PSU R 47.2
- PSp R 47.2
- PadicCoefficients R 25.2
- PadicExtensionNumberFamily R 64.2
- PadicNumber R 64.2
- PadicNumber, for pure padics R 64.1
- Parametrized R 69.3
- Parent R 29.6
- ParentPcgs R 42.7
- PartitionTuples R 17.2
- Partitions R 17.2
- PartitionsSet R 17.2
- Pc Groups R 43.0
- PcElementByExponents R 42.5
- PcElementByExponentsNC R 42.5
- PcGroupCode R 43.9
- PcGroupCodeRec R 43.9
- PcGroupFpGroup R 43.4
- PcGroupWithPcgs R 43.5
- PcSeries R 42.4
- Pcgs R 42.2
- Pcgs.pcgs R 42.15
- PcgsByPcSequence R 42.3
- PcgsByPcSequenceNC R 42.3
- PcgsCentralSeries R 42.11
- PcgsChiefSeries R 42.11
- PcgsElementaryAbelianSeries R 42.11
- PcgsPCentralSeriesPGroup R 42.11
- PerfectGroup R 47.7
- PerfectIdentification R 47.7
- PerfectResiduum R 36.11
- PermBounds R 68.14
- PermCharInfo R 68.13
- PermChars R 68.14
- PermCharsTom R 66.12
- PermComb R 68.14
- PermList R 39.4
- PermListList R 21.16
- Permanent R 17.4
- Permutation R 38.7
- Permutation Groups R 40.0
- PermutationCharacter R 68.7
- PermutationCycle R 38.7
- PermutationMat R 24.4
- PermutationTom R 66.5
- Permutations R 39.0
- PermutationsFamily V R 39.0
- PermutationsList R 17.2
- Permuted R 21.16 R 38.2
- Phi R 15.1
- Polycyclic Groups R 42.0
- PolynomialByExtRep R 62.19
- PolynomialCoefficientsOfPolynomial R 62.6
- PolynomialReduction R 62.15
- PolynomialRing R 62.13
- Polynomials and Rational Functions R 62.0
- PopOptions R 8.0
- Position R 21.12
- Position T 9.3
- PositionBound R 21.12
- PositionCanonical R 21.12
- PositionNonZero R 21.12
- PositionNot R 21.12
- PositionNthOccurrence R 21.12
- PositionProperty R 21.12
- PositionSet R 21.12
- PositionSorted R 21.12
- PositionStream R 10.3
- PositionSublist R 21.12
- PositionWord R 34.4
- PositiveIntegers V R 14.0
- PositiveRootVectors R 60.7
- PositiveRoots R 60.7
- PossibleClassFusions R 69.2
- PossibleFusionsCharTableTom R 66.12
- PossiblePowerMaps R 69.1
- PowerMap R 69.1
- PowerMapByComposition R 69.1
- PowerMapOp R 69.1
- PowerMapsAllowedBySymmetrizations R 69.4
- PowerMod R 53.7
- PowerModCoeffs R 23.6
- PowerModInt R 14.2
- PowerPartition R 17.2
- PowerSubalgebraSeries R 59.8
- PreImage R 30.4
- PreImageElm R 30.4
- PreImages R 30.4
- PreImagesElm R 30.4
- PreImagesRange R 30.4
- PreImagesRepresentative R 30.4
- PreImagesSet R 30.4
- Preface T 1.0
- PreferredGenerators N 4.2
- PrefrattiniSubgroup R 36.11
- PreimagesOfTransformation R 51.0
- PresentationFpGroup R 45.1
- PresentationNormalClosure R 45.3
- PresentationNormalClosureRrs R 45.3
- PresentationSubgroup R 45.3
- PresentationSubgroupMtc R 45.3
- PresentationSubgroupRrs R 45.3
- PresentationViaCosetTable R 45.1
- Presentations and Tietze Transformations R 45.0
- PrevPrimeInt R 14.3
- PrimaryGeneratorWords R 45.3
- PrimeBlocks R 67.8
- PrimeBlocksOp R 67.8
- PrimeField R 55.2
- PrimePGroup R 36.14
- PrimePowersInt R 14.3
- PrimeResidues R 15.1
- Primes V R 14.3
- PrimitiveElement R 55.2
- PrimitiveGroup R 47.8
- PrimitiveGroupsIterator R 47.8
- PrimitiveIdentification R 47.8
- PrimitivePolynomial R 62.11
- PrimitiveRoot R 56.3
- PrimitiveRootMod R 15.2
- Print R 6.2
- Print T 9.3
- PrintAmbiguity R 69.3
- PrintArray R 24.4
- PrintCharacterTable R 67.10
- PrintFactorsInt R 14.3
- PrintFormattingStatus R 10.4
- PrintHashWithNames N 2.3
- PrintObj R 6.2
- PrintObj, for character tables R 67.10 R 68.5
- PrintObj, for tables of marks R 66.4
- PrintTo R 9.7
- PrintTo T 9.3
- PrintTo, for streams F R 10.4
- PrintToLib R 71.9
- Process R 11.1
- Processes R 11.0
- Product R 21.16
- ProductCoeffs R 23.6
- ProductSpace R 59.8
- ProductX R 21.17
- ProfileFunctions R 7.7
- ProfileGlobalFunctions R 7.7
- ProfileMethods R 7.7
- ProfileOperations R 7.7
- ProfileOperationsAndMethods R 7.7
- ProjectedInducedPcgs R 42.10
- ProjectedPcElement R 42.10
- Projection N 4.4
- Projection R 30.1 R 46.5
- ProjectionMap R 69.3
- ProjectiveActionHomomorphismMatrixGroup R 41.1
- ProjectiveActionOnFullSpace R 41.1
- ProjectiveGeneralLinearGroup R 47.2
- ProjectiveGeneralUnitaryGroup R 47.2
- ProjectiveOrder R 24.13
- ProjectiveSpecialLinearGroup R 47.2
- ProjectiveSpecialUnitaryGroup R 47.2
- ProjectiveSymplecticGroup R 47.2
- PseudoRandom R 28.6
- PthPowerImage R 60.8
- PthPowerImages R 60.8
- PurePadicNumberFamily R 64.1
- PushOptions R 8.0
- p-adic Numbers R 64.0
- p-group R 36.14
- pager R 2.5
- paramap R 69.3
- parametrized maps R 69.0
- partitions, improper, of an integer R 17.2
- partitions, ordered, of an integer R 17.2
- partitions, restricted, of an integer R 17.2
- perfect groups R 47.7
- permutation character R 69.5
- permutation characters, possible R 68.13 R 68.14
- pointstabilizer R 38.4
- positive number R 4.12
- possible permutation characters R 68.13 R 68.14
- power R 4.12
- power, matrix R 24.2
- power, of words R 34.4
- powerset R 17.2
- precedence R 4.12
- precedence test, for permutations R 39.1
- previous result R 6.1
- primary subgroup generators R 45.11
- prime residue group R 15.0 R 15.1
- prime residue group, exponent R 15.1
- prime residue group, generator R 15.2
- prime residue group, order R 15.1
- primitive root modulo an integer R 15.2
- problems R 72.19
- procedure call R 4.15
- procedure call with arguments R 4.15
- product, matrices R 24.2
- product, matrix with matrixlist R 24.2
- product, matrix with vector R 24.2
- product, of words R 34.4
- product, rational functions R 62.2
- product, scalar and matrix list R 24.2
- product, vector with matrix R 24.2
- product, vector with matrixlist R 24.2
- projections, find all R 37.8
- prompt R 6.1
- prompt, partial R 6.1
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GAP 4 manual