<html><head><title>The GAP 4 Manual - Full Index C</title></head> <body bgcolor="ffffff"><h1>The GAP 4 Manual - Full Index C</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> <dl> <dt>C, Category mark-up <a href="ext/CHAP002.htm#I47">E 2.5</a> <dt>c_N <a href="ref/CHAP018.htm#I12">R 18.4</a> <dt>Calculating with Group Automorphisms <a href="ref/CHAP038.htm#SECT008">R 38.8</a> <dt>Calendar Arithmetic <a href="ref/CHAP026.htm#SECT008">R 26.8</a> <dt>CallFuncList <a href="ref/CHAP005.htm#SSEC002.1">R 5.2.1</a> <dt>Calling a function with a list argument that is interpreted as several arguments <a href="ref/CHAP005.htm#SECT002">R 5.2</a> <dt>Calling of and Communication with External Binaries <a href="ext/CHAP004.htm#SECT011">E 4.11</a> <dt>Cancellation Tests for Rational Functions <a href="ref/CHAP064.htm#SECT023">R 64.23</a> <dt>CanComputeIndex <a href="ref/CHAP037.htm#SSEC025.4">R 37.25.4</a> <dt>CanComputeIsSubset <a href="ref/CHAP037.htm#SSEC025.5">R 37.25.5</a> <dt>CanComputeSize <a href="ref/CHAP037.htm#SSEC025.2">R 37.25.2</a> <dt>CanComputeSizeAnySubgroup <a href="ref/CHAP037.htm#SSEC025.3">R 37.25.3</a> <dt>candidates, for permutation characters <a href="ref/CHAP070.htm#I42">R 70.13</a> <a href="ref/CHAP070.htm#I46">R 70.14</a> <dt>CanEasilyCompareElements <a href="ref/CHAP030.htm#SSEC011.2">R 30.11.2</a> <dt>CanEasilyCompareElementsFamily <a href="ref/CHAP030.htm#SSEC011.2">R 30.11.2</a> <dt>CanEasilyComputePcgs <a href="ref/CHAP043.htm#SSEC002.3">R 43.2.3</a> <dt>CanEasilySortElements <a href="ref/CHAP030.htm#SSEC011.2">R 30.11.2</a> <dt>CanEasilySortElementsFamily <a href="ref/CHAP030.htm#SSEC011.2">R 30.11.2</a> <dt>CanEasilyTestMembership <a href="ref/CHAP037.htm#SSEC025.1">R 37.25.1</a> <dt>canonical basis, for matrix spaces <a href="ref/CHAP059.htm#I3">R 59.8</a> <dt>canonical basis, for row spaces <a href="ref/CHAP059.htm#I2">R 59.8</a> <dt>CanonicalBasis <a href="ref/CHAP059.htm#SSEC004.3">R 59.4.3</a> <dt>CanonicalElt <a href="new/CHAP003.htm#SSEC002.4">N 3.2.4</a> <dt>CanonicalGenerators <a href="ref/CHAP061.htm#SSEC007.14">R 61.7.14</a> <dt>CanonicalPcElement <a href="ref/CHAP043.htm#SSEC005.9">R 43.5.9</a> <dt>CanonicalPcgs <a href="ref/CHAP043.htm#SSEC008.2">R 43.8.2</a> <dt>CanonicalPcgsByGeneratorsWithImages <a href="ref/CHAP043.htm#SSEC009.7">R 43.9.7</a> <dt>CanonicalRepresentativeDeterminatorOfExternalSet <a href="ref/CHAP039.htm#SSEC011.14">R 39.11.14</a> <dt>CanonicalRepresentativeOfExternalSet <a href="ref/CHAP039.htm#SSEC011.13">R 39.11.13</a> <dt>CanonicalRightCosetElement <a href="ref/CHAP037.htm#SSEC007.3">R 37.7.3</a> <dt>Carmichael's lambda function <a href="ref/CHAP015.htm#I5">R 15.1</a> <dt>carriage return character <a href="ref/CHAP026.htm#I16">R 26.1</a> <dt>CartanMatrix <a href="ref/CHAP061.htm#SSEC007.12">R 61.7.12</a> <dt>CartanSubalgebra <a href="ref/CHAP061.htm#SSEC003.7">R 61.3.7</a> <dt>Cartesian <a href="ref/CHAP021.htm#SSEC020.15">R 21.20.15</a> <dt>Categories <a href="ref/CHAP013.htm#SECT003">R 13.3</a> <dt>Categories and Properties of Algebras <a href="ref/CHAP060.htm#SECT007">R 60.7</a> <dt>Categories for Streams and the StreamsFamily <a href="ref/CHAP010.htm#SECT001">R 10.1</a> <dt>Categories of Associative Words <a href="ref/CHAP035.htm#SECT001">R 35.1</a> <dt>Categories of Matrices <a href="ref/CHAP024.htm#SECT001">R 24.1</a> <dt>Categories of Words and Nonassociative Words <a href="ref/CHAP034.htm#SECT001">R 34.1</a> <dt>CategoriesOfObject <a href="ref/CHAP013.htm#SSEC003.1">R 13.3.1</a> <dt>CategoryCollections <a href="ref/CHAP028.htm#SSEC001.4">R 28.1.4</a> <dt>CategoryCollections <a href="prg/CHAP003.htm#SSEC001.2">P 3.1.2</a> <dt>CategoryFamily <a href="prg/CHAP003.htm#SSEC001.3">P 3.1.3</a> <dt>Catering for Plain Text and HTML Formats <a href="ext/CHAP002.htm#SECT011">E 2.11</a> <dt>Center <a href="ref/CHAP033.htm#SSEC004.5">R 33.4.5</a> <dt>center <a href="ref/CHAP033.htm#I1">R 33.4</a> <dt>central character <a href="ref/CHAP070.htm#I30">R 70.8</a> <dt>CentralCharacter <a href="ref/CHAP070.htm#SSEC008.17">R 70.8.17</a> <dt>CentralIdempotentsOfAlgebra <a href="ref/CHAP060.htm#SSEC008.17">R 60.8.17</a> <dt>centraliser <a href="ref/CHAP033.htm#I0">R 33.4</a> <dt>Centralizer <a href="ref/CHAP033.htm#SSEC004.4">R 33.4.4</a> <dt>Centralizer, for groups with pcgs <a href="ref/CHAP043.htm#I5">R 43.16</a> <dt>CentralizerInGLnZ <a href="ref/CHAP042.htm#SSEC005.8">R 42.5.8</a> <dt>CentralizerModulo <a href="ref/CHAP037.htm#SSEC018.7">R 37.18.7</a> <dt>CentralizerSizeLimitConsiderFunction <a href="ref/CHAP043.htm#SSEC017.2">R 43.17.2</a> <dt>CentralNormalSeriesByPcgs <a href="ref/CHAP043.htm#SSEC011.8">R 43.11.8</a> <dt>Centre <a href="ref/CHAP033.htm#SSEC004.5">R 33.4.5</a> <dt>Centre, for groups with pcgs <a href="ref/CHAP043.htm#I11">R 43.16</a> <dt>centre, of a character <a href="ref/CHAP070.htm#I27">R 70.8</a> <dt>CentreOfCharacter <a href="ref/CHAP070.htm#SSEC008.11">R 70.8.11</a> <dt>CF <a href="ref/CHAP058.htm#I0">R 58.1</a> <dt>ChainHomomorphicImage <a href="new/CHAP005.htm#">N 5.0</a> <dt>Chains of subgroups <a href="new/CHAP005.htm">N 5.0</a> <dt>ChainStatistics <a href="new/CHAP005.htm#">N 5.0</a> <dt>ChainSubgroup <a href="new/CHAP005.htm#">N 5.0</a> <dt>ChainSubgroupByDirectProduct <a href="new/CHAP005.htm#SSEC003.1">N 5.3.1</a> <dt>ChainSubgroupByHomomorphism <a href="new/CHAP005.htm#SSEC002.1">N 5.2.1</a> <dt>ChainSubgroupByProjectionFunction <a href="new/CHAP005.htm#SSEC002.2">N 5.2.2</a> <dt>ChainSubgroupByPSubgroupOfAbelian <a href="new/CHAP005.htm#SSEC003.2">N 5.3.2</a> <dt>ChainSubgroupBySiftFunction <a href="new/CHAP005.htm#SSEC004.2">N 5.4.2</a> <dt>ChainSubgroupByStabiliser <a href="new/CHAP005.htm#SSEC001.4">N 5.1.4</a> <dt>ChainSubgroupByTrivialSubgroup <a href="new/CHAP005.htm#SSEC004.1">N 5.4.1</a> <dt>ChainSubgroupQuotient <a href="new/CHAP005.htm#SSEC002.4">N 5.2.4</a> <dt>Changed Command Line Options <a href="tut/CHAP009.htm#SECT001">T 9.1</a> <dt>Changed Functionality <a href="tut/CHAP009.htm#SECT003">T 9.3</a> <dt>Changed Variable Names <a href="tut/CHAP009.htm#SECT004">T 9.4</a> <dt>ChangedBaseGroup <a href="new/CHAP005.htm#SSEC001.7">N 5.1.7</a> <dt>Changes from Earlier Versions <a href="tut/CHAP001.htm#SECT004">T 1.4</a> <dt>ChangeStabChain <a href="ref/CHAP041.htm#SSEC010.3">R 41.10.3</a> <dt>Changing Presentations <a href="ref/CHAP046.htm#SECT006">R 46.6</a> <dt>Changing the Help Viewer <a href="ref/CHAP002.htm#SECT003">R 2.3</a> <dt>Changing the Representation <a href="ref/CHAP030.htm#SECT005">R 30.5</a> <dt>Changing the Structure <a href="ref/CHAP030.htm#SECT004">R 30.4</a> <dt>Changing the Structure <a href="tut/CHAP007.htm#SECT006">T 7.6</a> <dt>Chapters and Sections <a href="ext/CHAP002.htm#SECT002">E 2.2</a> <dt>CHAR_INT <a href="ref/CHAP026.htm#SSEC006.2">R 26.6.2</a> <dt>CHAR_SINT <a href="ref/CHAP026.htm#SSEC006.4">R 26.6.4</a> <dt>Character <a href="ref/CHAP070.htm#SSEC006.3">R 70.6.3</a> <dt>Character Conversion <a href="ref/CHAP026.htm#SECT006">R 26.6</a> <dt>Character Degrees and Derived Length <a href="ref/CHAP072.htm#SECT001">R 72.1</a> <dt>Character Table Categories <a href="ref/CHAP069.htm#SECT004">R 69.4</a> <dt>Character Tables <a href="ref/CHAP069.htm">R 69.0</a> <dt>character tables <a href="ref/CHAP069.htm#I2">R 69.3</a> <dt>character tables, access to <a href="ref/CHAP069.htm#I4">R 69.3</a> <dt>character tables, calculate <a href="ref/CHAP069.htm#I5">R 69.3</a> <dt>character tables, infix operators <a href="ref/CHAP069.htm#I10">R 69.7</a> <dt>character tables, of groups <a href="ref/CHAP069.htm#I6">R 69.3</a> <dt>character value, of group element using powering operator <a href="ref/CHAP070.htm#I8">R 70.4</a> <dt>CharacterDegrees <a href="ref/CHAP069.htm#SSEC008.1">R 69.8.1</a> <dt>Characteristic <a href="ref/CHAP030.htm#SSEC010.1">R 30.10.1</a> <dt>characteristic, for class functions <a href="ref/CHAP070.htm#I11">R 70.4</a> <dt>characteristic polynomial, for field elements <a href="ref/CHAP056.htm#I3">R 56.3</a> <dt>CharacteristicPolynomial <a href="ref/CHAP024.htm#SSEC012.1">R 24.12.1</a> <dt>CharacterNames <a href="ref/CHAP069.htm#SSEC008.10">R 69.8.10</a> <dt>CharacterParameters <a href="ref/CHAP069.htm#SSEC008.11">R 69.8.11</a> <dt>characters <a href="ref/CHAP070.htm#I0">R 70.0</a> <dt>characters, permutation <a href="ref/CHAP070.htm#I41">R 70.13</a> <a href="ref/CHAP070.htm#I45">R 70.14</a> <dt>characters, symmetrizations of <a href="ref/CHAP070.htm#I36">R 70.11</a> <dt>CharacterTable <a href="ref/CHAP069.htm#SSEC003.1">R 69.3.1</a> <dt>CharacterTableDirectProduct <a href="ref/CHAP069.htm#SSEC018.1">R 69.18.1</a> <dt>CharacterTableFactorGroup <a href="ref/CHAP069.htm#SSEC018.3">R 69.18.3</a> <dt>CharacterTableIsoclinic <a href="ref/CHAP069.htm#SSEC018.4">R 69.18.4</a> <dt>CharacterTableRegular <a href="ref/CHAP069.htm#SSEC003.3">R 69.3.3</a> <dt>CharacterTableWithSortedCharacters <a href="ref/CHAP069.htm#SSEC019.1">R 69.19.1</a> <dt>CharacterTableWithSortedClasses <a href="ref/CHAP069.htm#SSEC019.3">R 69.19.3</a> <dt>CharacterTableWreathSymmetric <a href="ref/CHAP069.htm#SSEC018.6">R 69.18.6</a> <dt>CharsFamily <a href="ref/CHAP026.htm#SSEC002.6">R 26.2.6</a> <dt>CharTable <a href="tut/CHAP009.htm#I3">T 9.4</a> <dt>CheapFactorsInt <a href="ref/CHAP014.htm#I8">R 14.3</a> <dt>CheckFixedPoints <a href="ref/CHAP071.htm#SSEC003.10">R 71.3.10</a> <dt>CheckForHandlingByNiceBasis <a href="ref/CHAP059.htm#SSEC011.3">R 59.11.3</a> <dt>CheckPermChar <a href="ref/CHAP071.htm#SSEC005.2">R 71.5.2</a> <dt>ChevalleyBasis <a href="ref/CHAP061.htm#SSEC007.2">R 61.7.2</a> <dt>ChiefNormalSeriesByPcgs <a href="ref/CHAP043.htm#SSEC011.16">R 43.11.16</a> <dt>ChiefSeries <a href="ref/CHAP037.htm#SSEC017.1">R 37.17.1</a> <dt>ChiefSeriesThrough <a href="ref/CHAP037.htm#SSEC017.2">R 37.17.2</a> <dt>ChiefSeriesUnderAction <a href="ref/CHAP037.htm#SSEC017.3">R 37.17.3</a> <dt>Chinese remainder <a href="ref/CHAP014.htm#I7">R 14.2</a> <dt>ChineseRem <a href="ref/CHAP014.htm#SSEC002.9">R 14.2.9</a> <dt>Chomp <a href="ref/CHAP026.htm#SSEC005.12">R 26.5.12</a> <dt>CIUnivPols <a href="ref/CHAP064.htm#SSEC001.5">R 64.1.5</a> <dt>class function <a href="ref/CHAP070.htm#I4">R 70.0</a> <dt>class function objects <a href="ref/CHAP070.htm#I5">R 70.0</a> <dt>Class Functions <a href="ref/CHAP070.htm">R 70.0</a> <dt>class functions <a href="ref/CHAP071.htm#I7">R 71.3</a> <dt>class functions, as ring elements <a href="ref/CHAP070.htm#I6">R 70.4</a> <dt>Class Fusions between Character Tables <a href="ref/CHAP071.htm#SECT002">R 71.2</a> <dt>class multiplication coefficient <a href="ref/CHAP069.htm#I29">R 69.10</a> <dt>ClassElementLattice <a href="ref/CHAP037.htm#SSEC020.2">R 37.20.2</a> <dt>classes, real <a href="ref/CHAP069.htm#I27">R 69.8</a> <dt>ClassesSolvableGroup <a href="ref/CHAP043.htm#SSEC017.1">R 43.17.1</a> <dt>ClassFunction <a href="ref/CHAP070.htm#SSEC006.1">R 70.6.1</a> <dt>ClassFunctionSameType <a href="ref/CHAP070.htm#SSEC006.4">R 70.6.4</a> <dt>Classical Groups <a href="ref/CHAP048.htm#SECT002">R 48.2</a> <dt>ClassMultiplicationCoefficient, for character tables <a href="ref/CHAP069.htm#SSEC010.6">R 69.10.6</a> <dt>ClassNames <a href="ref/CHAP069.htm#SSEC008.10">R 69.8.10</a> <dt>ClassNamesTom <a href="ref/CHAP068.htm#SSEC007.5">R 68.7.5</a> <dt>ClassOrbit <a href="ref/CHAP069.htm#SSEC008.16">R 69.8.16</a> <dt>ClassParameters <a href="ref/CHAP069.htm#SSEC008.11">R 69.8.11</a> <dt>ClassPermutation <a href="ref/CHAP069.htm#SSEC019.5">R 69.19.5</a> <dt>ClassPositionsOfAgemo <a href="ref/CHAP069.htm#SSEC008.19">R 69.8.19</a> <dt>ClassPositionsOfCentre, for character tables <a href="ref/CHAP069.htm#SSEC008.20">R 69.8.20</a> <dt>ClassPositionsOfCentre, for characters <a href="ref/CHAP070.htm#SSEC008.12">R 70.8.12</a> <dt>ClassPositionsOfDerivedSubgroup <a href="ref/CHAP069.htm#SSEC008.22">R 69.8.22</a> <dt>ClassPositionsOfDirectProductDecompositions <a href="ref/CHAP069.htm#SSEC008.21">R 69.8.21</a> <dt>ClassPositionsOfElementaryAbelianSeries <a href="ref/CHAP069.htm#SSEC008.23">R 69.8.23</a> <dt>ClassPositionsOfFittingSubgroup <a href="ref/CHAP069.htm#SSEC008.24">R 69.8.24</a> <dt>ClassPositionsOfKernel <a href="ref/CHAP070.htm#SSEC008.10">R 70.8.10</a> <dt>ClassPositionsOfLowerCentralSeries <a href="ref/CHAP069.htm#SSEC008.25">R 69.8.25</a> <dt>ClassPositionsOfMaximalNormalSubgroups <a href="ref/CHAP069.htm#SSEC008.18">R 69.8.18</a> <dt>ClassPositionsOfMinimalNormalSubgroups <a href="ref/CHAP069.htm#SSEC008.18">R 69.8.18</a> <dt>ClassPositionsOfNormalClosure <a href="ref/CHAP069.htm#SSEC008.28">R 69.8.28</a> <dt>ClassPositionsOfNormalSubgroup <a href="ref/CHAP069.htm#SSEC021.2">R 69.21.2</a> <dt>ClassPositionsOfNormalSubgroups <a href="ref/CHAP069.htm#SSEC008.18">R 69.8.18</a> <dt>ClassPositionsOfSupersolvableResiduum <a href="ref/CHAP069.htm#SSEC008.27">R 69.8.27</a> <dt>ClassPositionsOfUpperCentralSeries <a href="ref/CHAP069.htm#SSEC008.26">R 69.8.26</a> <dt>ClassRoots <a href="ref/CHAP069.htm#SSEC008.17">R 69.8.17</a> <dt>ClassStructureCharTable <a href="ref/CHAP069.htm#SSEC010.7">R 69.10.7</a> <dt>ClassTypesTom <a href="ref/CHAP068.htm#SSEC007.4">R 68.7.4</a> <dt>CleanedTailPcElement <a href="ref/CHAP043.htm#SSEC005.11">R 43.5.11</a> <dt>ClearCacheStats <a href="ref/CHAP007.htm#SSEC007.12">R 7.7.12</a> <dt>ClearProfile <a href="ref/CHAP007.htm#SSEC007.10">R 7.7.10</a> <dt>clone, an object <a href="ref/CHAP012.htm#I3">R 12.7</a> <dt>CloseMutableBasis <a href="ref/CHAP059.htm#SSEC007.6">R 59.7.6</a> <dt>CloseStream <a href="ref/CHAP010.htm#SSEC002.1">R 10.2.1</a> <dt>Closure Operations and Other Constructors <a href="ref/CHAP032.htm#SECT004">R 32.4</a> <dt>ClosureGroup <a href="ref/CHAP037.htm#SSEC004.1">R 37.4.1</a> <dt>ClosureGroupAddElm <a href="ref/CHAP037.htm#SSEC004.2">R 37.4.2</a> <dt>ClosureGroupCompare <a href="ref/CHAP037.htm#SSEC004.2">R 37.4.2</a> <dt>ClosureGroupDefault <a href="ref/CHAP037.htm#SSEC004.3">R 37.4.3</a> <dt>ClosureGroupIntest <a href="ref/CHAP037.htm#SSEC004.2">R 37.4.2</a> <dt>ClosureLeftModule <a href="ref/CHAP055.htm#SSEC002.3">R 55.2.3</a> <dt>ClosureNearAdditiveGroup <a href="ref/CHAP053.htm#SSEC004.1">R 53.4.1</a> <dt>ClosureRing <a href="ref/CHAP054.htm#SSEC001.9">R 54.1.9</a> <dt>Closures of (Sub)groups <a href="ref/CHAP037.htm#SECT004">R 37.4</a> <dt>ClosureSomething <a href="tut/CHAP007.htm#I2">T 7.5</a> <dt>ClosureStruct <a href="ref/CHAP030.htm#SSEC003.6">R 30.3.6</a> <dt>ClosureSubgroup <a href="ref/CHAP037.htm#SSEC004.4">R 37.4.4</a> <dt>ClosureSubgroupNC <a href="ref/CHAP037.htm#SSEC004.4">R 37.4.4</a> <dt>Coboundaries <a href="ref/CHAP061.htm#SSEC012.8">R 61.12.8</a> <dt>Cochain <a href="ref/CHAP061.htm#SSEC012.3">R 61.12.3</a> <dt>CochainSpace <a href="ref/CHAP061.htm#SSEC012.4">R 61.12.4</a> <dt>Cocycles <a href="ref/CHAP061.htm#SSEC012.7">R 61.12.7</a> <dt>cocycles <a href="ref/CHAP037.htm#I11">R 37.23</a> <dt>CodePcGroup <a href="ref/CHAP044.htm#SSEC009.2">R 44.9.2</a> <dt>CodePcgs <a href="ref/CHAP044.htm#SSEC009.1">R 44.9.1</a> <dt>Coding a Pc Presentation <a href="ref/CHAP044.htm#SECT009">R 44.9</a> <dt>coefficient, binomial <a href="ref/CHAP017.htm#I0">R 17.1</a> <dt>Coefficient List Arithmetic <a href="ref/CHAP023.htm#SECT003">R 23.3</a> <dt>Coefficients <a href="ref/CHAP059.htm#SSEC005.3">R 59.5.3</a> <dt>coefficients, for cyclotomics <a href="ref/CHAP018.htm#I6">R 18.1</a> <dt>CoefficientsAndMagmaElements <a href="ref/CHAP063.htm#SSEC002.3">R 63.2.3</a> <dt>CoefficientsFamily <a href="ref/CHAP064.htm#SSEC018.3">R 64.18.3</a> <dt>CoefficientsMultiadic <a href="ref/CHAP014.htm#SSEC002.8">R 14.2.8</a> <dt>CoefficientsOfLaurentPolynomial <a href="ref/CHAP064.htm#SSEC012.2">R 64.12.2</a> <dt>CoefficientsOfUnivariatePolynomial <a href="ref/CHAP064.htm#SSEC004.9">R 64.4.9</a> <dt>CoefficientsOfUnivariateRationalFunction <a href="ref/CHAP064.htm#SSEC004.7">R 64.4.7</a> <dt>CoefficientsQadic <a href="ref/CHAP014.htm#SSEC002.7">R 14.2.7</a> <dt>CoefficientsRing <a href="ref/CHAP064.htm#SSEC014.3">R 64.14.3</a> <dt>CoeffsCyc <a href="ref/CHAP018.htm#SSEC001.8">R 18.1.8</a> <dt>CoeffsMod <a href="ref/CHAP023.htm#SSEC003.4">R 23.3.4</a> <dt>cohomology <a href="ref/CHAP037.htm#I10">R 37.23</a> <dt>COHORTS_PRIMITIVE_GROUPS <a href="ref/CHAP048.htm#SSEC009.4">R 48.9.4</a> <dt>cokernel <a href="tut/CHAP005.htm#I8">T 5.4</a> <dt>CoKernelOfAdditiveGeneralMapping <a href="ref/CHAP031.htm#SSEC009.6">R 31.9.6</a> <dt>CoKernelOfMultiplicativeGeneralMapping <a href="ref/CHAP031.htm#SSEC008.6">R 31.8.6</a> <dt>CollapsedMat <a href="ref/CHAP071.htm#SSEC003.16">R 71.3.16</a> <dt>Collected <a href="ref/CHAP021.htm#SSEC020.3">R 21.20.3</a> <dt>Collection Families <a href="ref/CHAP028.htm#SECT001">R 28.1</a> <dt>Collections <a href="ref/CHAP028.htm">R 28.0</a> <dt>CollectionsFamily <a href="ref/CHAP028.htm#SSEC001.1">R 28.1.1</a> <dt>CollectionsFamily <a href="prg/CHAP003.htm#SSEC006.2">P 3.6.2</a> <dt>Coloring the Prompt and Input <a href="ref/CHAP003.htm#SECT012">R 3.12</a> <dt>ColorPrompt <a href="ref/CHAP003.htm#SSEC012.1">R 3.12.1</a> <dt>ColumnIndexOfReesMatrixSemigroupElement <a href="ref/CHAP049.htm#SSEC006.8">R 49.6.8</a> <dt>ColumnIndexOfReesZeroMatrixSemigroupElement <a href="ref/CHAP049.htm#SSEC006.8">R 49.6.8</a> <dt>Combinations <a href="ref/CHAP017.htm#SSEC002.1">R 17.2.1</a> <dt>Combinations, Arrangements and Tuples <a href="ref/CHAP017.htm#SECT002">R 17.2</a> <dt>Combinatorial Numbers <a href="ref/CHAP017.htm#SECT001">R 17.1</a> <dt>CombinatorialCollector <a href="ref/CHAP044.htm#SSEC004.2">R 44.4.2</a> <dt>Combinatorics <a href="ref/CHAP017.htm">R 17.0</a> <dt>Comm <a href="ref/CHAP030.htm#SSEC012.3">R 30.12.3</a> <dt>Comm, for words <a href="ref/CHAP035.htm#I4">R 35.4</a> <dt>Command Line Options <a href="ref/CHAP003.htm#SECT001">R 3.1</a> <dt>command mark-up <a href="ext/CHAP002.htm#I37">E 2.5</a> <dt>comments <a href="ref/CHAP004.htm#I4">R 4.4</a> <dt>comments <a href="tut/CHAP002.htm#I4">T 2.1</a> <dt>CommutativeDiagram <a href="ref/CHAP071.htm#SSEC003.9">R 71.3.9</a> <dt>CommutatorFactorGroup <a href="ref/CHAP037.htm#SSEC018.3">R 37.18.3</a> <dt>CommutatorLength <a href="ref/CHAP037.htm#SSEC012.4">R 37.12.4</a> <dt>CommutatorLength, for character tables <a href="ref/CHAP069.htm#I12">R 69.8</a> <dt>CommutatorSubgroup <a href="ref/CHAP037.htm#SSEC012.2">R 37.12.2</a> <dt>Compacted <a href="ref/CHAP021.htm#SSEC020.2">R 21.20.2</a> <dt>CompanionMat <a href="ref/CHAP024.htm#SSEC012.5">R 24.12.5</a> <dt>CompareVersionNumbers <a href="ref/CHAP074.htm#SSEC003.6">R 74.3.6</a> <dt>comparison, fp semigroup elements <a href="ref/CHAP051.htm#SSEC002.1">R 51.2.1</a> <dt>comparison, operation <a href="ref/CHAP030.htm#SSEC011.1">R 30.11.1</a> <dt>comparison, rational functions <a href="ref/CHAP064.htm#SSEC003.1">R 64.3.1</a> <dt>Comparison of Associative Words <a href="ref/CHAP035.htm#SECT003">R 35.3</a> <dt>Comparison of Class Functions <a href="ref/CHAP070.htm#SECT003">R 70.3</a> <dt>Comparison of Elements of Finitely Presented Groups <a href="ref/CHAP045.htm#SECT002">R 45.2</a> <dt>Comparison of Elements of Finitely Presented Semigroups <a href="ref/CHAP051.htm#SECT002">R 51.2</a> <dt>Comparison of Permutations <a href="ref/CHAP040.htm#SECT001">R 40.1</a> <dt>Comparison of Rational Functions <a href="ref/CHAP064.htm#SECT003">R 64.3</a> <dt>Comparison of Words <a href="ref/CHAP034.htm#SECT002">R 34.2</a> <dt>Comparison Operations for Elements <a href="ref/CHAP030.htm#SECT011">R 30.11</a> <dt>Comparisons <a href="ref/CHAP004.htm#SECT011">R 4.11</a> <dt>comparisons, of booleans <a href="ref/CHAP020.htm#SSEC002.1">R 20.2.1</a> <dt>comparisons, of lists <a href="ref/CHAP021.htm#I6">R 21.10</a> <dt>Comparisons of Booleans <a href="ref/CHAP020.htm#SECT002">R 20.2</a> <dt>Comparisons of Cyclotomics <a href="ref/CHAP018.htm#SECT003">R 18.3</a> <dt>Comparisons of Lists <a href="ref/CHAP021.htm#SECT010">R 21.10</a> <dt>Comparisons of Records <a href="ref/CHAP027.htm#SECT004">R 27.4</a> <dt>Comparisons of Strings <a href="ref/CHAP026.htm#SECT004">R 26.4</a> <dt>Compatibility Mode <a href="tut/CHAP009.htm#SECT020">T 9.20</a> <dt>Compatibility of Residue Class Rings with Prime Fields <a href="prg/CHAP005.htm#SECT004">P 5.4</a> <dt>CompatibleConjugacyClasses <a href="ref/CHAP069.htm#SSEC006.5">R 69.6.5</a> <dt>CompatiblePairs <a href="ref/CHAP044.htm#SSEC008.8">R 44.8.8</a> <dt>Compilation <a href="ref/CHAP073.htm#SECT004">R 73.4</a> <dt>Compiling Library Code <a href="ref/CHAP003.htm#SECT009">R 3.9</a> <dt>Complementclasses <a href="ref/CHAP037.htm#SSEC011.6">R 37.11.6</a> <dt>ComplementclassesEA <a href="ref/CHAP037.htm#SSEC023.4">R 37.23.4</a> <dt>ComplementIntMat <a href="ref/CHAP025.htm#SSEC001.6">R 25.1.6</a> <dt>ComplementSystem <a href="ref/CHAP037.htm#SSEC013.5">R 37.13.5</a> <dt>CompleteSchreierTransversal <a href="new/CHAP004.htm#SSEC002.9">N 4.2.9</a> <dt>Completion Files <a href="ref/CHAP003.htm#SECT005">R 3.5</a> <dt>ComplexConjugate <a href="ref/CHAP018.htm#SSEC005.2">R 18.5.2</a> <dt>ComplexConjugate, for class functions <a href="ref/CHAP070.htm#I12">R 70.4</a> <dt>ComplexificationQuat <a href="ref/CHAP060.htm#SSEC004.2">R 60.4.2</a> <dt>Component Objects <a href="prg/CHAP003.htm#SECT009">P 3.9</a> <dt>Components of a Dixon Record <a href="ref/CHAP069.htm#SECT016">R 69.16</a> <dt>Components versus Attributes <a href="prg/CHAP004.htm#SECT007">P 4.7</a> <dt>CompositionMapping <a href="ref/CHAP031.htm#SSEC001.4">R 31.1.4</a> <dt>CompositionMapping, for Frobenius automorphisms <a href="ref/CHAP057.htm#I5">R 57.4</a> <dt>CompositionMapping2 <a href="ref/CHAP031.htm#SSEC001.5">R 31.1.5</a> <dt>CompositionMaps <a href="ref/CHAP071.htm#SSEC003.1">R 71.3.1</a> <dt>CompositionOfStraightLinePrograms <a href="ref/CHAP035.htm#SSEC008.7">R 35.8.7</a> <dt>CompositionSeries <a href="ref/CHAP037.htm#SSEC017.5">R 37.17.5</a> <dt>CompositionSeries, for groups with pcgs <a href="ref/CHAP043.htm#I3">R 43.16</a> <dt>ComputedBrauerTables <a href="ref/CHAP069.htm#SSEC003.2">R 69.3.2</a> <dt>ComputedClassFusions <a href="ref/CHAP071.htm#SSEC002.2">R 71.2.2</a> <dt>ComputedIndicators <a href="ref/CHAP069.htm#SSEC010.4">R 69.10.4</a> <dt>ComputedIsPSolvableCharacterTables <a href="ref/CHAP069.htm#SSEC010.2">R 69.10.2</a> <dt>ComputedPowerMaps <a href="ref/CHAP071.htm#SSEC001.1">R 71.1.1</a> <dt>ComputedPrimeBlockss <a href="ref/CHAP069.htm#SSEC009.1">R 69.9.1</a> <dt>Computing a Pcgs <a href="ref/CHAP043.htm#SECT002">R 43.2</a> <dt>Computing a Permutation Representation <a href="ref/CHAP041.htm#SECT002">R 41.2</a> <dt>Computing Pc Groups <a href="ref/CHAP044.htm#SECT005">R 44.5</a> <dt>Computing Possible Permutation Characters <a href="ref/CHAP070.htm#SECT014">R 70.14</a> <dt>Computing the Irreducible Characters of a Group <a href="ref/CHAP069.htm#SECT012">R 69.12</a> <dt>Concatenation <a href="ref/CHAP021.htm#SSEC020.1">R 21.20.1</a> <dt>concatenation, of lists <a href="ref/CHAP021.htm#I26">R 21.20</a> <dt>Conductor <a href="ref/CHAP018.htm#SSEC001.5">R 18.1.5</a> <dt>ConfluentRws <a href="ref/CHAP036.htm#SSEC001.6">R 36.1.6</a> <dt>Congruences, for character tables <a href="ref/CHAP071.htm#SSEC004.2">R 71.4.2</a> <dt>Congruences for semigroups <a href="ref/CHAP049.htm#SECT003">R 49.3</a> <dt>Conjugacy Classes <a href="ref/CHAP037.htm#SECT010">R 37.10</a> <dt>Conjugacy Classes in Classical Groups <a href="ref/CHAP048.htm#SECT003">R 48.3</a> <dt>Conjugacy Classes in Solvable Groups <a href="ref/CHAP043.htm#SECT017">R 43.17</a> <dt>ConjugacyClass <a href="ref/CHAP037.htm#SSEC010.1">R 37.10.1</a> <dt>ConjugacyClasses, attribute <a href="ref/CHAP037.htm#SSEC010.2">R 37.10.2</a> <dt>ConjugacyClasses, for character tables <a href="ref/CHAP069.htm#SSEC006.2">R 69.6.2</a> <dt>ConjugacyClasses, for groups with pcgs <a href="ref/CHAP043.htm#I4">R 43.16</a> <dt>ConjugacyClasses, for linear groups <a href="ref/CHAP048.htm#I1">R 48.3</a> <dt>ConjugacyClassesByOrbits <a href="ref/CHAP037.htm#SSEC010.4">R 37.10.4</a> <dt>ConjugacyClassesByRandomSearch <a href="ref/CHAP037.htm#SSEC010.3">R 37.10.3</a> <dt>ConjugacyClassesMaximalSubgroups <a href="ref/CHAP037.htm#SSEC019.4">R 37.19.4</a> <dt>ConjugacyClassesPerfectSubgroups <a href="ref/CHAP037.htm#SSEC020.6">R 37.20.6</a> <dt>ConjugacyClassesSubgroups <a href="ref/CHAP037.htm#SSEC019.3">R 37.19.3</a> <dt>ConjugacyClassSubgroups <a href="ref/CHAP037.htm#SSEC019.1">R 37.19.1</a> <dt>conjugate, matrix <a href="ref/CHAP024.htm#SSEC002.10">R 24.2.10</a> <dt>conjugate, of a word <a href="ref/CHAP035.htm#I3">R 35.4</a> <dt>ConjugateDominantWeight <a href="ref/CHAP061.htm#SSEC007.20">R 61.7.20</a> <dt>ConjugateDominantWeightWithWord <a href="ref/CHAP061.htm#SSEC007.20">R 61.7.20</a> <dt>ConjugateGroup <a href="ref/CHAP037.htm#SSEC002.5">R 37.2.5</a> <dt>Conjugates <a href="ref/CHAP056.htm#SSEC003.6">R 56.3.6</a> <dt>ConjugateSubgroup <a href="ref/CHAP037.htm#SSEC003.8">R 37.3.8</a> <dt>ConjugateSubgroups <a href="ref/CHAP037.htm#SSEC003.9">R 37.3.9</a> <dt>conjugation <a href="ref/CHAP039.htm#I6">R 39.2</a> <dt>ConjugatorAutomorphism <a href="ref/CHAP038.htm#SSEC006.2">R 38.6.2</a> <dt>ConjugatorAutomorphismNC <a href="ref/CHAP038.htm#SSEC006.2">R 38.6.2</a> <dt>ConjugatorIsomorphism <a href="ref/CHAP038.htm#SSEC006.1">R 38.6.1</a> <dt>ConjugatorOfConjugatorIsomorphism <a href="ref/CHAP038.htm#SSEC006.5">R 38.6.5</a> <dt>ConnectGroupAndCharacterTable <a href="ref/CHAP069.htm#SSEC006.4">R 69.6.4</a> <dt>ConsiderKernels <a href="ref/CHAP071.htm#SSEC004.3">R 71.4.3</a> <dt>ConsiderSmallerPowerMaps <a href="ref/CHAP071.htm#SSEC004.4">R 71.4.4</a> <dt>ConsiderStructureConstants <a href="ref/CHAP071.htm#SSEC002.9">R 71.2.9</a> <dt>ConsiderTableAutomorphisms <a href="ref/CHAP071.htm#SSEC005.3">R 71.5.3</a> <dt>constants <a href="tut/CHAP002.htm#I11">T 2.4</a> <dt>Constants and Operators <a href="tut/CHAP002.htm#SECT004">T 2.4</a> <dt>ConstantTimeAccessList <a href="ref/CHAP021.htm#SSEC017.6">R 21.17.6</a> <dt>constituent, of a group character <a href="ref/CHAP070.htm#I23">R 70.8</a> <dt>ConstituentsCompositionMapping <a href="ref/CHAP031.htm#SSEC001.7">R 31.1.7</a> <dt>ConstituentsOfCharacter <a href="ref/CHAP070.htm#SSEC008.8">R 70.8.8</a> <dt>Constructing Algebras as Free Algebras <a href="ref/CHAP060.htm#SECT002">R 60.2</a> <dt>Constructing Algebras by Generators <a href="ref/CHAP060.htm#SECT001">R 60.1</a> <dt>Constructing Algebras by Structure Constants <a href="ref/CHAP060.htm#SECT003">R 60.3</a> <dt>Constructing Character Tables from Others <a href="ref/CHAP069.htm#SECT018">R 69.18</a> <dt>Constructing Domains <a href="ref/CHAP030.htm#SECT003">R 30.3</a> <dt>Constructing Lie algebras <a href="ref/CHAP061.htm#SECT002">R 61.2</a> <dt>Constructing Pc Groups <a href="ref/CHAP044.htm#SECT004">R 44.4</a> <dt>Constructing Subdomains <a href="ref/CHAP030.htm#SECT008">R 30.8</a> <dt>Constructing Tables of Marks <a href="ref/CHAP068.htm#SECT003">R 68.3</a> <dt>Constructing Vector Spaces <a href="ref/CHAP059.htm#SECT001">R 59.1</a> <dt>Construction of Abelian Number Fields <a href="ref/CHAP058.htm#SECT001">R 58.1</a> <dt>Construction of Stabilizer Chains <a href="ref/CHAP041.htm#SECT007">R 41.7</a> <dt>Constructors for Basic Groups <a href="ref/CHAP048.htm#SECT004">R 48.4</a> <dt>ContainedCharacters <a href="ref/CHAP071.htm#SSEC003.17">R 71.3.17</a> <dt>ContainedDecomposables <a href="ref/CHAP071.htm#SSEC003.17">R 71.3.17</a> <dt>ContainedMaps <a href="ref/CHAP071.htm#SSEC003.6">R 71.3.6</a> <dt>ContainedPossibleCharacters <a href="ref/CHAP071.htm#SSEC003.15">R 71.3.15</a> <a href="ref/CHAP071.htm#I11">R 71.3</a> <dt>ContainedPossibleVirtualCharacters <a href="ref/CHAP071.htm#SSEC003.15">R 71.3.15</a> <a href="ref/CHAP071.htm#I10">R 71.3</a> <dt>ContainedSpecialVectors <a href="ref/CHAP071.htm#SSEC003.15">R 71.3.15</a> <a href="ref/CHAP071.htm#I12">R 71.3</a> <dt>ContainedTom <a href="ref/CHAP068.htm#SSEC009.5">R 68.9.5</a> <dt>ContainingTom <a href="ref/CHAP068.htm#SSEC009.6">R 68.9.6</a> <dt>continuation <a href="ext/CHAP002.htm#I80">E 2.10</a> <dt>Continue <a href="ref/CHAP004.htm#SECT021">R 4.21</a> <dt>continue statement <a href="ref/CHAP004.htm#SSEC021.1">R 4.21.1</a> <dt>Continued Fractions <a href="ref/CHAP015.htm#SECT005">R 15.5</a> <dt>ContinuedFractionApproximationOfRoot <a href="ref/CHAP015.htm#SSEC005.2">R 15.5.2</a> <dt>ContinuedFractionExpansionOfRoot <a href="ref/CHAP015.htm#SSEC005.1">R 15.5.1</a> <dt>Conventions for Character Tables <a href="ref/CHAP069.htm#SECT005">R 69.5</a> <dt>convert, to a string <a href="ref/CHAP026.htm#I22">R 26.2</a> <dt>Converting Groups to Finitely Presented Groups <a href="ref/CHAP045.htm#SECT010">R 45.10</a> <dt>ConvertToCharacterTable <a href="ref/CHAP069.htm#SSEC003.5">R 69.3.5</a> <dt>ConvertToCharacterTableNC <a href="ref/CHAP069.htm#SSEC003.5">R 69.3.5</a> <dt>ConvertToMatrixRep <a href="ref/CHAP024.htm#SSEC013.2">R 24.13.2</a> <dt>ConvertToMatrixRepNC <a href="ref/CHAP024.htm#SSEC013.2">R 24.13.2</a> <dt>ConvertToRangeRep <a href="ref/CHAP021.htm#SSEC022.2">R 21.22.2</a> <dt>ConvertToStringRep <a href="ref/CHAP026.htm#SSEC002.2">R 26.2.2</a> <dt>ConvertToTableOfMarks <a href="ref/CHAP068.htm#SSEC006.5">R 68.6.5</a> <dt>ConvertToVectorRep <a href="ref/CHAP023.htm#SSEC002.1">R 23.2.1</a> <dt>ConvertToVectorRepNC <a href="ref/CHAP023.htm#SSEC002.1">R 23.2.1</a> <dt>Conway Polynomials <a href="ref/CHAP057.htm#SECT005">R 57.5</a> <dt>ConwayPolynomial <a href="ref/CHAP057.htm#SSEC005.1">R 57.5.1</a> <dt>coprime <a href="ref/CHAP004.htm#I26">R 4.12</a> <dt>Copy <a href="ref/CHAP012.htm#I1">R 12.7</a> <dt>copy, an object <a href="ref/CHAP012.htm#I2">R 12.7</a> <dt>Copy <a href="tut/CHAP009.htm#SECT007">T 9.7</a> <dt>COPY_LIST_ENTRIES <a href="ref/CHAP021.htm#SSEC004.6">R 21.4.6</a> <dt>Copying Weak Pointer Objects <a href="ext/CHAP007.htm#SECT005">E 7.5</a> <dt>CopyOptionsDefaults <a href="ref/CHAP041.htm#SSEC010.2">R 41.10.2</a> <dt>Copyright <a href="ref/CHAP076.htm">R 76.0</a> <dt>Copyright <a href="new/CHAP006.htm">N 6.0</a> <dt>Copyright Notice <a href="ref/CHAP076.htm">R 76.0</a> <dt>Copyright Notice <a href="new/CHAP006.htm">N 6.0</a> <dt>Copyrights <a href="ref/CHAP073.htm#SECT018">R 73.18</a> <dt>CopyStabChain <a href="ref/CHAP041.htm#SSEC010.1">R 41.10.1</a> <dt>Core <a href="ref/CHAP037.htm#SSEC011.2">R 37.11.2</a> <dt>CorrespondingGeneratorsByModuloPcgs <a href="ref/CHAP043.htm#SSEC009.6">R 43.9.6</a> <dt>coset <a href="ref/CHAP037.htm#I4">R 37.7</a> <dt>Coset Tables and Coset Enumeration <a href="ref/CHAP045.htm#SECT005">R 45.5</a> <dt>Coset tables for subgroups in the whole group <a href="ref/CHAP045.htm#SECT007">R 45.7</a> <dt>CosetLeadersMatFFE <a href="ref/CHAP023.htm#SSEC005.6">R 23.5.6</a> <dt>Cosets <a href="ref/CHAP037.htm#SECT007">R 37.7</a> <dt>CosetTable <a href="ref/CHAP045.htm#SSEC005.1">R 45.5.1</a> <dt>CosetTableBySubgroup <a href="ref/CHAP045.htm#SSEC005.4">R 45.5.4</a> <dt>CosetTableDefaultLimit <a href="ref/CHAP045.htm#SSEC005.7">R 45.5.7</a> <dt>CosetTableDefaultMaxLimit <a href="ref/CHAP045.htm#SSEC005.6">R 45.5.6</a> <dt>CosetTableFromGensAndRels <a href="ref/CHAP045.htm#SSEC005.5">R 45.5.5</a> <dt>CosetTableInWholeGroup <a href="ref/CHAP045.htm#SSEC007.1">R 45.7.1</a> <dt>CosetTableOfFpSemigroup <a href="ref/CHAP051.htm#SSEC006.1">R 51.6.1</a> <dt>CosetTableStandard <a href="ref/CHAP045.htm#SSEC006.1">R 45.6.1</a> <dt>CRC <a href="ref/CHAP003.htm#I55">R 3.10</a> <dt>CRC Numbers <a href="ref/CHAP003.htm#SECT010">R 3.10</a> <dt>CrcFile <a href="ref/CHAP009.htm#SSEC007.11">R 9.7.11</a> <dt>CrcFile, example <a href="ref/CHAP003.htm#I56">R 3.10</a> <dt>CreateCompletionFiles <a href="ref/CHAP003.htm#SSEC005.1">R 3.5.1</a> <dt>CreateCompletionFilesPackage <a href="ext/CHAP004.htm#SSEC012.1">E 4.12.1</a> <dt>CreateCompletionFilesPkg <a href="ref/CHAP075.htm#I15">R 75.2</a> <dt>Creating Attributes and Properties <a href="prg/CHAP003.htm#SECT003">P 3.3</a> <dt>Creating Categories <a href="prg/CHAP003.htm#SECT001">P 3.1</a> <dt>Creating Character Tables <a href="ref/CHAP069.htm#SECT003">R 69.3</a> <dt>Creating Class Functions from Values Lists <a href="ref/CHAP070.htm#SECT006">R 70.6</a> <dt>Creating Class Functions using Groups <a href="ref/CHAP070.htm#SECT007">R 70.7</a> <dt>Creating Families <a href="prg/CHAP003.htm#SECT006">P 3.6</a> <dt>Creating Finite Fields <a href="ref/CHAP057.htm#SECT003">R 57.3</a> <dt>Creating Finitely Presented Groups <a href="ref/CHAP045.htm#SECT001">R 45.1</a> <dt>Creating Finitely Presented Semigroups <a href="ref/CHAP051.htm#SECT001">R 51.1</a> <dt>Creating Group Homomorphisms <a href="ref/CHAP038.htm#SECT001">R 38.1</a> <dt>Creating Groups <a href="ref/CHAP037.htm#SECT002">R 37.2</a> <dt>Creating hom cosets and quotient groups <a href="new/CHAP003.htm#SECT001">N 3.1</a> <dt>Creating Mappings <a href="ref/CHAP031.htm#SECT001">R 31.1</a> <dt>Creating New Objects <a href="prg/CHAP003.htm">P 3.0</a> <dt>Creating Objects <a href="prg/CHAP003.htm#SECT008">P 3.8</a> <dt>Creating Operations <a href="prg/CHAP003.htm#SECT005">P 3.5</a> <dt>Creating Other Filters <a href="prg/CHAP003.htm#SECT004">P 3.4</a> <dt>Creating Own Arithmetic Objects <a href="prg/CHAP004.htm#SECT012">P 4.12</a> <dt>Creating Permutations <a href="ref/CHAP040.htm#SECT004">R 40.4</a> <dt>Creating Presentations <a href="ref/CHAP046.htm#SECT001">R 46.1</a> <dt>Creating Representations <a href="prg/CHAP003.htm#SECT002">P 3.2</a> <dt>Creating Types <a href="prg/CHAP003.htm#SECT007">P 3.7</a> <dt>Creation of Algebraic Extensions <a href="ref/CHAP065.htm#SECT001">R 65.1</a> <dt>Creation of Rational Functions <a href="ref/CHAP064.htm#SECT021">R 64.21</a> <dt>Credit <a href="ref/CHAP001.htm#SECT002">R 1.2</a> <dt>CrystGroupDefaultAction <a href="ref/CHAP042.htm#SSEC006.1">R 42.6.1</a> <dt>Cycle <a href="ref/CHAP039.htm#SSEC008.3">R 39.8.3</a> <dt>CycleLength <a href="ref/CHAP039.htm#SSEC008.4">R 39.8.4</a> <dt>CycleLengths <a href="ref/CHAP039.htm#SSEC008.6">R 39.8.6</a> <dt>Cycles <a href="ref/CHAP039.htm#SSEC008.5">R 39.8.5</a> <dt>CycleStructureClass <a href="ref/CHAP070.htm#SSEC008.14">R 70.8.14</a> <dt>CycleStructurePerm <a href="ref/CHAP040.htm#SSEC003.2">R 40.3.2</a> <dt>CyclicExtensionsTom <a href="ref/CHAP068.htm#SSEC009.7">R 68.9.7</a> <dt>CyclicGroup <a href="ref/CHAP048.htm#SSEC001.2">R 48.1.2</a> <dt>cyclotomic field elements <a href="ref/CHAP018.htm#I2">R 18.0</a> <dt>cyclotomic fields, CanonicalBasis <a href="ref/CHAP058.htm#I6">R 58.3</a> <dt>Cyclotomic Numbers <a href="ref/CHAP018.htm">R 18.0</a> <dt>Cyclotomic Polynomials <a href="ref/CHAP064.htm#SECT009">R 64.9</a> <dt>CyclotomicField <a href="ref/CHAP058.htm#SSEC001.1">R 58.1.1</a> <dt>CyclotomicPolynomial <a href="ref/CHAP064.htm#SSEC009.1">R 64.9.1</a> <dt>Cyclotomics <a href="ref/CHAP018.htm#SSEC001.2">R 18.1.2</a> <dt>cyclotomics, DefaultField <a href="ref/CHAP058.htm#I2">R 58.2</a> </dl><p> [<a href="../index.html">Top</a>] [<a href="chapters.htm">Up</a>] <p><P> <address>GAP 4 manual<br></address> </body></html>
