<html><head><title>The GAP 4 Reference Manual - Index R</title></head> <body text="#000000" bgcolor="#ffffff"> <h1>The <font face="Gill Sans,Helvetica,Arial">GAP</font> 4 Reference Manual - Index R</h1> <p> <a href="theindex.htm">_</A> <a href="indxA.htm">A</A> <a href="indxB.htm">B</A> <a href="indxC.htm">C</A> <a href="indxD.htm">D</A> <a href="indxE.htm">E</A> <a href="indxF.htm">F</A> <a href="indxG.htm">G</A> <a href="indxH.htm">H</A> <a href="indxI.htm">I</A> <a href="indxJ.htm">J</A> <a href="indxK.htm">K</A> <a href="indxL.htm">L</A> <a href="indxM.htm">M</A> <a href="indxN.htm">N</A> <a href="indxO.htm">O</A> <a href="indxP.htm">P</A> <a href="indxQ.htm">Q</A> <a href="indxR.htm">R</A> <a href="indxS.htm">S</A> <a href="indxT.htm">T</A> <a href="indxU.htm">U</A> <a href="indxV.htm">V</A> <a href="indxW.htm">W</A> <a href="indxX.htm">X</A> <a href="indxY.htm">Y</A> <a href="indxZ.htm">Z</A> <dt>r_N <a href="CHAP018.htm#I19">18.4</a> <dt>RadicalGroup <a href="CHAP037.htm#SSEC012.9">37.12.9</a> <dt>RadicalOfAlgebra <a href="CHAP060.htm#SSEC008.16">60.8.16</a> <dt>Random <a href="CHAP014.htm#SSEC005.2">14.5.2</a> <dt>random element, of a list or collection <a href="CHAP028.htm#I11">28.6</a> <dt>Random Elements <a href="CHAP028.htm#SECT006">28.6</a> <dt>Random Isomorphism Testing <a href="CHAP044.htm#SECT010">44.10</a> <dt>Random Matrices <a href="CHAP024.htm#SECT005">24.5</a> <dt>random seed <a href="CHAP028.htm#I12">28.6</a> <dt>Random Sources <a href="CHAP014.htm#SECT005">14.5</a> <dt>Random, [coll] <a href="CHAP028.htm#SSEC006.1">28.6.1</a> <dt>Random, for integers <a href="CHAP014.htm#SSEC001.11">14.1.11</a> <dt>Random, for rationals <a href="CHAP016.htm#SSEC001.7">16.1.7</a> <dt>RandomBinaryRelationOnPoints <a href="CHAP032.htm#SSEC003.2">32.3.2</a> <dt>RandomInvertibleMat <a href="CHAP024.htm#SSEC005.2">24.5.2</a> <dt>RandomIsomorphismTest <a href="CHAP044.htm#SSEC010.1">44.10.1</a> <dt>Randomized Methods for Permutation Groups <a href="CHAP041.htm#SECT006">41.6</a> <dt>RandomList <a href="CHAP028.htm#SSEC006.4">28.6.4</a> <dt>RandomMat <a href="CHAP024.htm#SSEC005.1">24.5.1</a> <dt>RandomPrimitivePolynomial <a href="CHAP057.htm#SSEC005.3">57.5.3</a> <dt>RandomSource <a href="CHAP014.htm#SSEC005.5">14.5.5</a> <dt>RandomTransformation <a href="CHAP052.htm#">52.0</a> <dt>RandomUnimodularMat <a href="CHAP024.htm#SSEC005.3">24.5.3</a> <dt>Range <a href="CHAP031.htm#SSEC002.7">31.2.7</a> <dt>range <a href="CHAP021.htm#I27">21.22</a> <dt>Ranges <a href="CHAP021.htm#SECT022">21.22</a> <dt>RankAction <a href="CHAP039.htm#SSEC009.3">39.9.3</a> <dt>RankFilter <a href="CHAP013.htm#SSEC002.1">13.2.1</a> <dt>RankMat <a href="CHAP024.htm#SSEC006.1">24.6.1</a> <dt>RankOfTransformation <a href="CHAP052.htm#">52.0</a> <dt>RankPGroup <a href="CHAP037.htm#SSEC015.17">37.15.17</a> <dt>Rat <a href="CHAP016.htm#SSEC001.6">16.1.6</a> <dt>Rat, for strings <a href="CHAP026.htm#SSEC007.1">26.7.1</a> <dt>Rational Function Families <a href="CHAP064.htm#SECT018">64.18</a> <dt>Rational Numbers <a href="CHAP016.htm">16.0</a> <dt>RationalClass <a href="CHAP037.htm#SSEC010.6">37.10.6</a> <dt>RationalClasses <a href="CHAP037.htm#SSEC010.7">37.10.7</a> <dt>RationalFunctionByExtRep <a href="CHAP064.htm#SSEC021.1">64.21.1</a> <dt>RationalFunctionByExtRepNC <a href="CHAP064.htm#SSEC021.1">64.21.1</a> <dt>RationalFunctionByExtRepWithCancellation <a href="CHAP064.htm#SSEC023.1">64.23.1</a> <dt>RationalFunctionsFamily <a href="CHAP064.htm#SSEC018.1">64.18.1</a> <dt>RationalizedMat <a href="CHAP018.htm#SSEC005.6">18.5.6</a> <dt>Rationals <a href="CHAP016.htm#">16.0</a> <dt>RClassOfHClass <a href="CHAP049.htm#SSEC005.5">49.5.5</a> <dt>Read <a href="CHAP009.htm#SSEC007.1">9.7.1</a> <dt>read eval print loop <a href="CHAP006.htm#I0">6.1</a> <dt>Read, for streams <a href="CHAP010.htm#SSEC003.1">10.3.1</a> <dt>ReadAll <a href="CHAP010.htm#SSEC003.6">10.3.6</a> <dt>ReadAllLine <a href="CHAP010.htm#SSEC008.3">10.8.3</a> <dt>ReadAsFunction <a href="CHAP009.htm#SSEC007.2">9.7.2</a> <dt>ReadAsFunction, for streams <a href="CHAP010.htm#SSEC003.2">10.3.2</a> <dt>ReadByte <a href="CHAP010.htm#SSEC003.4">10.3.4</a> <dt>ReadLine <a href="CHAP010.htm#SSEC003.5">10.3.5</a> <dt>ReadPackage <a href="CHAP074.htm#SSEC003.1">74.3.1</a> <dt>ReadPkg <a href="CHAP075.htm#I13">75.2</a> <dt>ReadTest <a href="CHAP007.htm#SSEC009.1">7.9.1</a> <dt>ReadTest, for streams <a href="CHAP010.htm#SSEC003.3">10.3.3</a> <dt>RealClasses <a href="CHAP069.htm#SSEC008.15">69.8.15</a> <dt>RealizableBrauerCharacters <a href="CHAP070.htm#SSEC015.4">70.15.4</a> <dt>RealPart <a href="CHAP018.htm#SSEC005.2">18.5.2</a> <dt>RecNames <a href="CHAP027.htm#">27.0</a> <dt>Recognizing Characters <a href="CHAP026.htm#SECT003">26.3</a> <dt>Record Access Operations <a href="CHAP027.htm#SECT006">27.6</a> <dt>Record Assignment <a href="CHAP027.htm#SECT002">27.2</a> <dt>record assignment, operation <a href="CHAP027.htm#SSEC006.3">27.6.3</a> <dt>record boundness test, operation <a href="CHAP027.htm#SSEC006.3">27.6.3</a> <dt>record component, operation <a href="CHAP027.htm#SSEC006.3">27.6.3</a> <dt>record unbind, operation <a href="CHAP027.htm#SSEC006.3">27.6.3</a> <dt>record, component access <a href="CHAP027.htm#SSEC001.1">27.1.1</a> <dt>record, component assignment <a href="CHAP027.htm#SSEC002.1">27.2.1</a> <dt>record, component variable <a href="CHAP027.htm#SSEC001.2">27.1.2</a> <dt>record, component variable assignment <a href="CHAP027.htm#SSEC002.2">27.2.2</a> <dt>Records <a href="CHAP027.htm">27.0</a> <dt>Recovery from NoMethodFound-Errors <a href="CHAP007.htm#SECT001">7.1</a> <dt>recursion <a href="CHAP004.htm#I46">4.22</a> <dt>redisplay a help section <a href="CHAP002.htm#SSEC002.6">2.2.6</a> <dt>redisplay with next help viewer <a href="CHAP002.htm#SSEC002.6">2.2.6</a> <dt>ReduceCoeffs <a href="CHAP023.htm#SSEC006.3">23.6.3</a> <dt>ReduceCoeffsMod <a href="CHAP023.htm#SSEC006.4">23.6.4</a> <dt>ReducedAdditiveInverse <a href="CHAP036.htm#SSEC002.4">36.2.4</a> <dt>ReducedCharacters <a href="CHAP070.htm#SSEC010.2">70.10.2</a> <dt>ReducedClassFunctions <a href="CHAP070.htm#SSEC010.1">70.10.1</a> <dt>ReducedComm <a href="CHAP036.htm#SSEC002.5">36.2.5</a> <dt>ReducedConfluentRewritingSystem <a href="CHAP051.htm#SSEC005.1">51.5.1</a> <dt>ReducedConjugate <a href="CHAP036.htm#SSEC002.6">36.2.6</a> <dt>ReducedDifference <a href="CHAP036.htm#SSEC002.7">36.2.7</a> <dt>ReducedForm <a href="CHAP036.htm#SSEC001.4">36.1.4</a> <dt>ReducedGroebnerBasis <a href="CHAP064.htm#SSEC017.2">64.17.2</a> <dt>ReducedInverse <a href="CHAP036.htm#SSEC002.8">36.2.8</a> <dt>ReducedLeftQuotient <a href="CHAP036.htm#SSEC002.9">36.2.9</a> <dt>ReducedOne <a href="CHAP036.htm#SSEC002.3">36.2.3</a> <dt>ReducedPcElement <a href="CHAP043.htm#SSEC005.10">43.5.10</a> <dt>ReducedPower <a href="CHAP036.htm#SSEC002.10">36.2.10</a> <dt>ReducedProduct <a href="CHAP036.htm#SSEC002.1">36.2.1</a> <dt>ReducedQuotient <a href="CHAP036.htm#SSEC002.11">36.2.11</a> <dt>ReducedScalarProduct <a href="CHAP036.htm#SSEC002.12">36.2.12</a> <dt>ReducedSum <a href="CHAP036.htm#SSEC002.2">36.2.2</a> <dt>ReducedZero <a href="CHAP036.htm#SSEC002.13">36.2.13</a> <dt>ReduceRules <a href="CHAP036.htm#SSEC001.8">36.1.8</a> <dt>ReduceStabChain <a href="CHAP041.htm#SSEC010.5">41.10.5</a> <dt>Reducing Virtual Characters <a href="CHAP070.htm#SECT010">70.10</a> <dt>Ree <a href="CHAP048.htm#SSEC001.11">48.1.11</a> <dt>ReeGroup <a href="CHAP048.htm#SSEC001.11">48.1.11</a> <dt>Rees Matrix Semigroups <a href="CHAP049.htm#SECT006">49.6</a> <dt>ReesCongruenceOfSemigroupIdeal <a href="CHAP049.htm#SSEC002.2">49.2.2</a> <dt>ReesMatrixSemigroup <a href="CHAP049.htm#SSEC006.1">49.6.1</a> <dt>ReesMatrixSemigroupElement <a href="CHAP049.htm#SSEC006.5">49.6.5</a> <dt>ReesZeroMatrixSemigroup <a href="CHAP049.htm#SSEC006.2">49.6.2</a> <dt>ReesZeroMatrixSemigroupElement <a href="CHAP049.htm#SSEC006.5">49.6.5</a> <dt>ReesZeroMatrixSemigroupElementIsZero <a href="CHAP049.htm#SSEC006.9">49.6.9</a> <dt>RefinedPcGroup <a href="CHAP044.htm#SSEC004.9">44.4.9</a> <dt>ReflectionMat <a href="CHAP024.htm#SSEC004.9">24.4.9</a> <dt>reflexive relation <a href="CHAP032.htm#I3">32.2</a> <dt>ReflexiveClosureBinaryRelation <a href="CHAP032.htm#SSEC004.1">32.4.1</a> <dt>regular <a href="CHAP039.htm#I17">39.9</a> <dt>regular action <a href="CHAP039.htm#I14">39.6</a> <dt>RegularActionHomomorphism <a href="CHAP039.htm#SSEC007.2">39.7.2</a> <dt>RegularModule <a href="CHAP069.htm#SSEC013.3">69.13.3</a> <dt>Relations <a href="CHAP032.htm">32.0</a> <dt>relations <a href="CHAP031.htm#I1">31.0</a> <dt>Relations Between Domains <a href="CHAP030.htm#SECT013">30.13</a> <dt>RelationsOfFpSemigroup <a href="CHAP051.htm#SSEC003.3">51.3.3</a> <dt>RelativeBasis <a href="CHAP059.htm#SSEC004.4">59.4.4</a> <dt>RelativeBasisNC <a href="CHAP059.htm#SSEC004.4">59.4.4</a> <dt>relatively prime <a href="CHAP004.htm#I27">4.12</a> <dt>RelativeOrderOfPcElement <a href="CHAP043.htm#SSEC005.1">43.5.1</a> <dt>RelativeOrders, of a pcgs <a href="CHAP043.htm#SSEC004.1">43.4.1</a> <dt>Relators in a Presentation <a href="CHAP046.htm#SECT004">46.4</a> <dt>RelatorsOfFpGroup <a href="CHAP045.htm#SSEC003.3">45.3.3</a> <dt>remainder of a quotient <a href="CHAP014.htm#I6">14.2</a> <dt>remainder, operation <a href="CHAP030.htm#SSEC012.1">30.12.1</a> <dt>RemInt <a href="CHAP014.htm#SSEC002.3">14.2.3</a> <dt>Remove <a href="CHAP021.htm#SSEC004.5">21.4.5</a> <dt>remove, an element from a set <a href="CHAP021.htm#I22">21.19</a> <dt>RemoveCharacters <a href="CHAP026.htm#SSEC005.10">26.5.10</a> <dt>RemoveFile <a href="CHAP009.htm#SSEC007.12">9.7.12</a> <dt>RemoveOuterCoeffs <a href="CHAP023.htm#SSEC004.4">23.4.4</a> <dt>RemoveRelator <a href="CHAP046.htm#SSEC006.4">46.6.4</a> <dt>RemoveSet <a href="CHAP021.htm#SSEC019.5">21.19.5</a> <dt>RemoveStabChain <a href="CHAP041.htm#SSEC010.6">41.10.6</a> <dt>Repeat <a href="CHAP004.htm#SECT018">4.18</a> <dt>repeat loop <a href="CHAP004.htm#SSEC018.1">4.18.1</a> <dt>Replaced and Removed Command Names <a href="CHAP075.htm">75.0</a> <dt>ReplacedString <a href="CHAP026.htm#SSEC005.7">26.5.7</a> <dt>Representation <a href="CHAP013.htm#SECT004">13.4</a> <dt>representation, as a sum of two squares <a href="CHAP015.htm#I19">15.6</a> <dt>Representations for Associative Words <a href="CHAP035.htm#SECT006">35.6</a> <dt>Representations for Group Homomorphisms <a href="CHAP038.htm#SECT010">38.10</a> <dt>Representations given by modules <a href="CHAP069.htm#SECT013">69.13</a> <dt>Representations of Algebras <a href="CHAP060.htm#SECT010">60.10</a> <dt>RepresentationsOfObject <a href="CHAP013.htm#SSEC004.1">13.4.1</a> <dt>Representative <a href="CHAP028.htm#SSEC003.7">28.3.7</a> <dt>representative, of a list or collection <a href="CHAP028.htm#I5">28.3</a> <dt>RepresentativeAction <a href="CHAP039.htm#SSEC005.1">39.5.1</a> <dt>RepresentativeLinearOperation <a href="CHAP060.htm#SSEC009.12">60.9.12</a> <dt>RepresentativeOperation <a href="CHAP075.htm#I5">75.1</a> <dt>RepresentativesContainedRightCosets <a href="CHAP037.htm#SSEC009.2">37.9.2</a> <dt>RepresentativesFusions <a href="CHAP071.htm#SSEC002.8">71.2.8</a> <dt>RepresentativeSmallest <a href="CHAP028.htm#SSEC003.8">28.3.8</a> <dt>RepresentativesMinimalBlocks <a href="CHAP039.htm#SSEC010.3">39.10.3</a> <dt>RepresentativesPerfectSubgroups <a href="CHAP037.htm#SSEC020.5">37.20.5</a> <dt>RepresentativesPowerMaps <a href="CHAP071.htm#SSEC001.6">71.1.6</a> <dt>RepresentativesSimpleSubgroups <a href="CHAP037.htm#SSEC020.5">37.20.5</a> <dt>RepresentativeTom <a href="CHAP068.htm#SSEC011.4">68.11.4</a> <dt>RepresentativeTomByGenerators <a href="CHAP068.htm#SSEC011.4">68.11.4</a> <dt>RepresentativeTomByGeneratorsNC <a href="CHAP068.htm#SSEC011.4">68.11.4</a> <dt>RequirePackage <a href="CHAP075.htm#I12">75.2</a> <dt>Reread <a href="CHAP009.htm#SSEC007.13">9.7.13</a> <dt>REREADING <a href="CHAP009.htm#SSEC007.13">9.7.13</a> <dt>RereadPackage <a href="CHAP074.htm#SSEC003.1">74.3.1</a> <dt>RereadPkg <a href="CHAP075.htm#I14">75.2</a> <dt>Reset <a href="CHAP014.htm#SSEC005.3">14.5.3</a> <dt>ResetOptionsStack <a href="CHAP008.htm#">8.0</a> <dt>Residue Class Rings <a href="CHAP014.htm#SECT004">14.4</a> <dt>residue, quadratic <a href="CHAP015.htm#I15">15.3</a> <dt>RespectsAddition <a href="CHAP031.htm#SSEC009.1">31.9.1</a> <dt>RespectsAdditiveInverses <a href="CHAP031.htm#SSEC009.2">31.9.2</a> <dt>RespectsInverses <a href="CHAP031.htm#SSEC008.3">31.8.3</a> <dt>RespectsMultiplication <a href="CHAP031.htm#SSEC008.1">31.8.1</a> <dt>RespectsOne <a href="CHAP031.htm#SSEC008.2">31.8.2</a> <dt>RespectsScalarMultiplication <a href="CHAP031.htm#SSEC010.1">31.10.1</a> <dt>RespectsZero <a href="CHAP031.htm#SSEC009.3">31.9.3</a> <dt>RestoreStateRandom <a href="CHAP028.htm#SSEC006.2">28.6.2</a> <dt>Restricted and Induced Class Functions <a href="CHAP070.htm#SECT009">70.9</a> <dt>Restricted Lie algebras <a href="CHAP061.htm#SECT008">61.8</a> <dt>RestrictedClassFunction <a href="CHAP070.htm#SSEC009.1">70.9.1</a> <dt>RestrictedClassFunctions <a href="CHAP070.htm#SSEC009.2">70.9.2</a> <dt>RestrictedMapping <a href="CHAP031.htm#SSEC001.12">31.1.12</a> <dt>RestrictedPartitions <a href="CHAP017.htm#SSEC002.21">17.2.21</a> <dt>RestrictedPerm <a href="CHAP040.htm#SSEC004.4">40.4.4</a> <dt>RestrictedPermNC <a href="CHAP040.htm#SSEC004.4">40.4.4</a> <dt>RestrictedTransformation <a href="CHAP052.htm#">52.0</a> <dt>RestrictOutputsOfSLP <a href="CHAP035.htm#SSEC008.9">35.8.9</a> <dt>Resultant <a href="CHAP064.htm#SSEC006.7">64.6.7</a> <dt>ResultOfStraightLineProgram <a href="CHAP035.htm#SSEC008.5">35.8.5</a> <dt>Return <a href="CHAP004.htm#SECT023">4.23</a> <dt>return <a href="CHAP006.htm#I9">6.4</a> <dt>return from break loop <a href="CHAP006.htm#SSEC004.2">6.4.2</a> <dt>return, no value <a href="CHAP004.htm#SSEC023.1">4.23.1</a> <dt>return, with value <a href="CHAP004.htm#SSEC023.2">4.23.2</a> <dt>ReturnFail <a href="CHAP005.htm#SSEC003.3">5.3.3</a> <dt>ReturnFalse <a href="CHAP005.htm#SSEC003.2">5.3.2</a> <dt>ReturnTrue <a href="CHAP005.htm#SSEC003.1">5.3.1</a> <dt>Reversed <a href="CHAP021.htm#SSEC020.7">21.20.7</a> <dt>RewindStream <a href="CHAP010.htm#SSEC003.9">10.3.9</a> <dt>RewriteWord <a href="CHAP045.htm#SSEC008.4">45.8.4</a> <dt>Rewriting in Groups and Monoids <a href="CHAP036.htm#SECT004">36.4</a> <dt>Rewriting Systems <a href="CHAP036.htm">36.0</a> <dt>Rewriting Systems and the Knuth-Bendix Procedure <a href="CHAP051.htm#SECT005">51.5</a> <dt>right cosets <a href="CHAP037.htm#I3">37.7</a> <dt>RightActingAlgebra <a href="CHAP060.htm#SSEC010.12">60.10.12</a> <dt>RightActingRingOfIdeal <a href="CHAP054.htm#SSEC002.10">54.2.10</a> <dt>RightAlgebraModule <a href="CHAP060.htm#SSEC010.5">60.10.5</a> <dt>RightAlgebraModuleByGenerators <a href="CHAP060.htm#SSEC010.2">60.10.2</a> <dt>RightCoset <a href="CHAP037.htm#SSEC007.1">37.7.1</a> <dt>RightCosets <a href="CHAP037.htm#SSEC007.2">37.7.2</a> <dt>RightCosetsNC <a href="CHAP037.htm#SSEC007.2">37.7.2</a> <dt>RightDerivations <a href="CHAP061.htm#SSEC002.5">61.2.5</a> <dt>RightIdeal <a href="CHAP054.htm#SSEC002.1">54.2.1</a> <dt>RightIdealByGenerators <a href="CHAP054.htm#SSEC002.6">54.2.6</a> <dt>RightIdealNC <a href="CHAP054.htm#SSEC002.2">54.2.2</a> <dt>RightModuleByHomomorphismToMatAlg <a href="CHAP060.htm#SSEC010.18">60.10.18</a> <dt>RightShiftRowVector <a href="CHAP023.htm#SSEC004.2">23.4.2</a> <dt>RightTransversal <a href="CHAP037.htm#SSEC008.1">37.8.1</a> <dt>Ring <a href="CHAP054.htm#SSEC001.2">54.1.2</a> <dt>Ring Homomorphisms <a href="CHAP031.htm#SECT011">31.11</a> <dt>RingByGenerators <a href="CHAP054.htm#SSEC001.4">54.1.4</a> <dt>Rings <a href="CHAP054.htm">54.0</a> <dt>Rings With One <a href="CHAP054.htm#SECT003">54.3</a> <dt>RingWithOne <a href="CHAP054.htm#SSEC003.2">54.3.2</a> <dt>RingWithOneByGenerators <a href="CHAP054.htm#SSEC003.3">54.3.3</a> <dt>RNamObj <a href="CHAP027.htm#SSEC006.2">27.6.2</a> <dt>root, of 1 modulo an integer <a href="CHAP015.htm#I18">15.3</a> <dt>root, of an integer <a href="CHAP014.htm#I2">14.1</a> <dt>root, of an integer modulo another <a href="CHAP015.htm#I16">15.3</a> <dt>root, of an integer, smallest <a href="CHAP014.htm#I4">14.1</a> <dt>RootInt <a href="CHAP014.htm#SSEC001.9">14.1.9</a> <dt>RootMod <a href="CHAP015.htm#SSEC003.3">15.3.3</a> <dt>RootOfDefiningPolynomial <a href="CHAP056.htm#SSEC002.8">56.2.8</a> <dt>Roots Modulo Integers <a href="CHAP015.htm#SECT003">15.3</a> <dt>roots of unity <a href="CHAP018.htm#I3">18.1</a> <dt>RootsMod <a href="CHAP015.htm#SSEC003.4">15.3.4</a> <dt>RootsOfUPol <a href="CHAP064.htm#SSEC005.4">64.5.4</a> <dt>RootsUnityMod <a href="CHAP015.htm#SSEC003.5">15.3.5</a> <dt>RootSystem <a href="CHAP061.htm#SSEC007.5">61.7.5</a> <dt>RoundCyc <a href="CHAP018.htm#SSEC001.7">18.1.7</a> <dt>Row and Matrix Spaces <a href="CHAP059.htm#SECT008">59.8</a> <dt>row spaces <a href="CHAP059.htm#I0">59.8</a> <dt>Row Vectors <a href="CHAP023.htm">23.0</a> <dt>Row Vectors over Finite Fields <a href="CHAP023.htm#SECT002">23.2</a> <dt>RowIndexOfReesMatrixSemigroupElement <a href="CHAP049.htm#SSEC006.8">49.6.8</a> <dt>RowIndexOfReesZeroMatrixSemigroupElement <a href="CHAP049.htm#SSEC006.8">49.6.8</a> <dt>Rules <a href="CHAP036.htm#SSEC001.2">36.1.2</a> <dt>Running GAP <a href="CHAP003.htm">3.0</a> <dt>Running GAP under MacOS <a href="CHAP003.htm#SECT003">3.3</a> <dt>Runtime <a href="CHAP007.htm#SSEC006.2">7.6.2</a> <dt>Runtimes <a href="CHAP007.htm#SSEC006.1">7.6.1</a> </dl><p> [<a href="../index.htm">Top</a>] [<a href="chapters.htm">Up</a>]<p> <P> <font face="Gill Sans,Helvetica,Arial">GAP 4 manual<br>December 2008 </font></body></html>
