The GAP 4 Manual - Full Index R
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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
- R, Representation mark-up E 2.5
- r_N R 18.4
- RadicalGroup R 37.11.9
- RadicalOfAlgebra R 60.8.16
- Random, for integers R 14.1.11
- Random, for rationals R 16.1.7
- Random R 28.6.1
- random element, of a list or collection R 28.6
- Random Elements R 28.6
- Random Isomorphism Testing R 44.10
- Random Matrices R 24.5
- random seed R 28.6
- RandomBinaryRelationOnPoints R 32.3.2
- RandomHashKey N 2.3.5
- RandomInvertableMat T 9.4
- RandomInvertibleMat R 24.5.2
- RandomIsomorphismTest R 44.10.1
- Randomized Methods for Permutation Groups R 41.6
- RandomList R 28.6.4
- RandomMat R 24.5.1
- RandomSchreierSims N 5.1.6
- RandomTransformation R 52.0
- RandomUnimodularMat R 24.5.3
- Range R 31.2.7
- range R 21.22
- Range N 3.2.6
- Ranges R 21.22
- Ranges T 3.5
- RankAction R 39.9.3
- RankFilter R 13.2.1
- RankMat R 24.6.1
- RankOfTransformation R 52.0
- RankPGroup R 37.14.17
- Rat R 16.1.6
- Rat, for strings R 26.6.1
- Rational Function Families R 64.17
- Rational Numbers R 16.0
- RationalClass R 37.9.6
- RationalClasses R 37.9.7
- RationalFunctionByExtRep R 64.20.1
- RationalFunctionByExtRepWithCancellation R 64.22.1
- RationalFunctionsFamily R 64.17.1
- RationalizedMat R 18.5.5
- Rationals R 16.0
- RClassOfHClass R 49.5.5
- Read R 9.7.1
- Read, for streams R 10.3.1
- read eval print loop R 6.1
- read evaluate print loop T 2.2
- read.g, for a GAP package E 4.9
- ReadAll R 10.3.6
- ReadAllLine R 10.8.3
- ReadAsFunction R 9.7.2
- ReadAsFunction, for streams R 10.3.2
- ReadByte R 10.3.4
- ReadLine R 10.3.5
- README, for a GAP package E 4.13
- ReadPkg R 74.4.3
- ReadTest R 7.9.1
- ReadTest, for streams R 10.3.3
- RealClasses R 69.8.14
- RealizableBrauerCharacters R 70.15.4
- RecFields T 9.4
- RecNames R 27.0
- Recognizing Characters R 26.3
- record, component access R 27.1.1
- record, component variable R 27.1.2
- record, component variable assignment R 27.2.2
- record, component assignment R 27.2.1
- Record Access Operations R 27.6
- record assignment, operation R 27.6.3
- Record Assignment R 27.2
- record boundness test, operation R 27.6.3
- record component, operation R 27.6.3
- record unbind, operation R 27.6.3
- Records R 27.0
- Recovery from NoMethodFound-Errors R 7.1
- recursion R 4.22
- Recursion T 4.4
- Redispatching P 2.5
- RedispatchOnCondition P 2.5.1
- redisplay a help section R 2.2.6
- redisplay with next help viewer R 2.2.6
- ReduceCoeffs R 23.6.3
- ReduceCoeffsMod R 23.6.4
- ReducedAdditiveInverse R 36.2.4
- ReducedCharacters R 70.10.2
- ReducedClassFunctions R 70.10.1
- ReducedComm R 36.2.5
- ReducedConfluentRewritingSystem R 51.5.1
- ReducedConjugate R 36.2.6
- ReducedDifference R 36.2.7
- ReducedForm R 36.1.4
- ReducedInverse R 36.2.8
- ReducedLeftQuotient R 36.2.9
- ReducedOne R 36.2.3
- ReducedPcElement R 43.5.10
- ReducedPower R 36.2.10
- ReducedProduct R 36.2.1
- ReducedQuotient R 36.2.11
- ReducedScalarProduct R 36.2.12
- ReducedSum R 36.2.2
- ReducedZero R 36.2.13
- ReduceRules R 36.1.8
- ReduceStabChain R 41.10.5
- Reducing Virtual Characters R 70.10
- Ree R 48.1.11
- ReeGroup R 48.1.11
- Rees Matrix Semigroups R 49.6
- ReesCongruenceOfSemigroupIdeal R 49.2.2
- ReesMatrixSemigroup R 49.6.1
- ReesMatrixSemigroupElement R 49.6.5
- ReesZeroMatrixSemigroup R 49.6.2
- ReesZeroMatrixSemigroupElement R 49.6.5
- ReesZeroMatrixSemigroupElementIsZero R 49.6.9
- reference to a label E 2.4
- RefinedPcGroup R 44.4.9
- ReflectionMat R 24.4.9
- reflexive relation R 32.2
- ReflexiveClosureBinaryRelation R 32.4.1
- regular R 39.9
- regular action R 39.6
- RegularActionHomomorphism R 39.7.2
- Relations R 32.0
- relations R 31.0
- Relations Between Domains R 30.13
- RelationsOfFpSemigroup R 51.3.3
- RelativeBasis R 59.4.4
- RelativeBasisNC R 59.4.4
- relatively prime R 4.12
- RelativeOrderOfPcElement R 43.5.1
- RelativeOrders, of a pcgs R 43.4.1
- Relators in a Presentation R 46.4
- RelatorsOfFpGroup R 45.3.3
- remainder, operation R 30.12.1
- remainder of a quotient R 14.2
- RemInt R 14.2.3
- remove, an element from a set R 21.19
- RemoveFile R 9.7.12
- RemoveOuterCoeffs R 23.4.4
- RemoveRelator R 46.6.4
- RemoveSet R 21.19.5
- RemoveStabChain R 41.10.6
- Repeat R 4.18
- repeat loop R 4.18.1
- ReplacedString R 26.5.7
- representation, as a sum of two squares R 15.5
- Representation R 13.4
- Representations for Associative Words R 35.6
- Representations for Group Homomorphisms R 38.10
- Representations of Algebras R 60.10
- RepresentationsOfObject R 13.4.1
- representative, of a list or collection R 28.3
- Representative R 28.3.7
- RepresentativeAction R 39.5.1
- RepresentativeLinearOperation R 60.9.12
- RepresentativeOperation R 39.12.1
- RepresentativesContainedRightCosets R 37.8.2
- RepresentativesFusions R 71.2.8
- RepresentativeSmallest R 28.3.8
- RepresentativesMinimalBlocks R 39.10.3
- RepresentativesPerfectSubgroups R 37.19.5
- RepresentativesPowerMaps R 71.1.6
- RepresentativesSimpleSubgroups R 37.19.5
- RepresentativeTom R 68.11.4
- RepresentativeTomByGenerators R 68.11.4
- RepresentativeTomByGeneratorsNC R 68.11.4
- Requesting one GAP Package from within Another E 4.8
- RequirePackage R 74.3.1
- Reread R 9.7.13
- REREADING R 9.7.13
- RereadPkg E 4.2.1
- ResetFilterObj P 3.4.2
- ResetOptionsStack R 8.0
- residue, quadratic R 15.3
- Residue Class Rings R 14.4
- RespectsAddition R 31.9.1
- RespectsAdditiveInverses R 31.9.2
- RespectsInverses R 31.8.3
- RespectsMultiplication R 31.8.1
- RespectsOne R 31.8.2
- RespectsScalarMultiplication R 31.10.1
- RespectsZero R 31.9.3
- RestoreStateRandom R 28.6.2
- Restricted and Induced Class Functions R 70.9
- Restricted Lie algebras R 61.8
- RestrictedClassFunction R 70.9.1
- RestrictedClassFunctions R 70.9.2
- RestrictedMapping R 31.1.12
- RestrictedPartitions R 17.2.21
- RestrictedPerm R 40.4.4
- RestrictedTransformation R 52.0
- Resultant R 64.6.7
- ResultOfStraightLineProgram R 35.8.5
- return R 6.3
- return, no value R 4.23.1
- return, with value R 4.23.2
- Return R 4.23
- return from break loop R 6.3.2
- ReturnFail R 5.3.3
- ReturnFalse R 5.3.2
- ReturnTrue R 5.3.1
- Reversed R 21.20.7
- RewindStream R 10.3.9
- RewriteWord R 45.8.4
- Rewriting Systems R 36.0
- Rewriting Systems and the Knuth-Bendix Procedure R 51.5
- right cosets R 37.6
- right transversal T 5.2
- RightActingAlgebra R 60.10.12
- RightActingRingOfIdeal R 54.2.10
- RightAlgebraModule R 60.10.5
- RightAlgebraModuleByGenerators R 60.10.2
- RightCoset R 37.6.1
- RightCosets R 37.6.2
- RightCosetsNC R 37.6.2
- RightDerivations R 61.2.5
- RightIdeal R 54.2.1
- RightIdealByGenerators R 54.2.6
- RightIdealNC R 54.2.2
- RightModuleByHomomorphismToMatAlg R 60.10.18
- RightShiftRowVector R 23.4.2
- RightTransversal R 37.7.1
- Ring R 54.1.2
- Ring Homomorphisms R 31.11
- RingByGenerators R 54.1.4
- Rings R 54.0
- Rings With One R 54.3
- RingWithOne R 54.3.2
- RingWithOneByGenerators R 54.3.3
- RNamObj R 27.6.2
- root, of an integer modulo another R 15.3
- root, of an integer, smallest R 14.1
- root, of an integer R 14.1
- root, of 1 modulo an integer R 15.3
- RootInt R 14.1.9
- RootMod R 15.3.3
- RootOfDefiningPolynomial R 56.2.8
- Roots Modulo Integers R 15.3
- roots of unity R 18.1
- RootsMod R 15.3.4
- RootsOfUPol R 64.5.4
- RootsUnityMod R 15.3.5
- RootSystem R 61.7.5
- RoundCyc R 18.1.7
- Row and Matrix Spaces R 59.8
- row spaces R 59.8
- Row Vectors R 23.0
- Row Vectors over Finite Fields R 23.2
- RowIndexOfReesMatrixSemigroupElement R 49.6.8
- RowIndexOfReesZeroMatrixSemigroupElement R 49.6.8
- RS/6000