# The GAP 4 Reference Manual - Index T

_ 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

t_N 18.4
table automorphisms 71.2 71.5
table of chapters for help books 2.2.5
Table of Marks Objects in GAP 68.2
table of sections for help books 2.2.5
TableAutomorphisms 69.20.2
TableOfMarks 68.3.1
TableOfMarksByLattice 68.3.2
TableOfMarksComponents 68.6.4
TableOfMarksCyclic 68.13.1
TableOfMarksDihedral 68.13.2
TableOfMarksFamily 68.6.3
TableOfMarksFrobenius 68.13.3
tables 69.0 69.3
Tables of Marks 68.0
tabulator 4.4
Tau 15.4.2
Technical Details about Tables of Marks 68.6
Technical Details about the Implementation of Magma Rings 63.6
Technical Matters Concerning General Mappings 31.13
TemporaryGlobalVarName 4.9.11
Tensor Products and Exterior and Symmetric Powers 61.14
Tensored 70.8.20
TensorProductGModule 67.2.1
TensorProductOfAlgebraModules 61.14.1
Test Files 7.9
Test of the installation 73.5
test, for a primitive root 15.2
test, for a rational 16.1
test, for records 27.0
test, for set equality 21.19
TestConsistencyMaps 71.3.12
Tester 13.6.1
tester 13.6
TestHomogeneous 72.2.1
TestInducedFromNormalSubgroup 72.2.4
Testing Finiteness of Finitely Presented Groups 45.15
Testing for the System Architecture 3.6
Testing Monomiality 72.3
TestJacobi 60.3.4
TestMonomial 72.3.1
TestMonomialQuick 72.3.4
TestMonomialUseLattice 72.3.2
TestPackageAvailability 74.3.2
TestPerm1 70.14.2
TestPerm2 70.14.2
TestPerm3 70.14.2
TestPerm4 70.14.2
TestPerm5 70.14.2
TestQuasiPrimitive 72.2.3
TestRelativelySM 72.3.6
Tests for Actions 39.9
Tests for the Availability of Methods 37.25
TestSubnormallyMonomial 72.3.5
The .gaprc file 3.4
The Adjoint Representation 61.9
The Compiler 3.7
The Defining Attributes of Rational Functions 64.20
The Dixon-Schneider Algorithm 69.14
The Documentation 73.8
The External Representation for Associative Words 35.7
The family pcgs 44.1
The Help System 2.0
The Interface between Character Tables and Groups 69.6
The Interface between Tables of Marks and Character Tables 68.12
The Library of Tables of Marks 68.14
The MeatAxe 67.0
The Natural Action 41.1
The Pager Command 2.4
The Permutation Image of an Action 39.6
The Programming Language 4.0
The Representations of Rational Functions 64.19
The Smash MeatAxe 67.10
The Syntax in BNF 4.24
then 4.16
ThreeGroup library 48.7
Tietze Options 46.12
Tietze Transformations 46.7
Tietze Transformations that introduce new Generators 46.9
TietzeWordAbstractWord 46.4.1
time 7.6.3
Timing 7.6
Todd-Coxeter Procedure 51.6
Trace 24.3.3
Trace, for field elements 56.3.5
Trace, of a matrix 24.3
TracedCosetFpGroup 45.5.2
TraceImmediateMethods 7.3.3
TraceMat 24.3.3
TraceMethods 7.3.1
TracePolynomial 56.3.3
Tracing generator images through Tietze transformations 46.10
Tracing Methods 7.3
TransferDiagram 71.3.11
Transformation 52.0
TransformationData 52.0
TransformationFamily 52.0
TransformationNC 52.0
TransformationRelation 52.0
Transformations 52.0
TransformationType 52.0
TransformingPermutations 69.20.3
TransformingPermutationsCharacterTables 69.20.4
transitive 39.9
Transitive Permutation Groups 48.6
transitive relation 32.2
TransitiveClosureBinaryRelation 32.4.3
TransitiveGroup 48.6.1
TransitiveIdentification 48.6.3
Transitivity, for characters 70.8.16
Transitivity, for class functions 70.8
Transitivity, for group actions 39.9.2
TranslatorSubalgebra 60.10.24
transporter 39.5
TransposedMat 24.4.6
TransposedMatAttr 24.4.6
TransposedMatDestructive 24.4.7
TransposedMatImmutable 24.4.6
TransposedMatMutable 24.4.6
TransposedMatOp 24.4.6
TransposedMatrixGroup 42.1.4
Transversals 37.8
Triangular Matrices 24.11
TriangulizedIntegerMat 25.2.1
TriangulizedIntegerMatTransform 25.2.2
TriangulizedNullspaceMat 24.6.3
TriangulizedNullspaceMatDestructive 24.6.4
TriangulizeIntegerMat 25.2.3
TriangulizeMat 24.6.2
TrivialCharacter 70.7.1
TrivialGroup 48.1.1
TrivialIterator 28.7.7
TrivialSubalgebra 60.5.5
TrivialSubgroup 37.12.1
TrivialSubmagmaWithOne 33.4.14
TrivialSubmodule 55.2.4
TrivialSubmonoid 50.0
TrivialSubnearAdditiveMagmaWithZero 53.3.6
TrivialSubspace 59.2.2
TryCosetTableInWholeGroup 45.7.1
TryGcdCancelExtRepPolynomials 64.23.2
tuple stabilizer 39.4
Tuples 17.2.7
TwoClosure 41.11.3
TwoCoboundaries 44.8.1
TwoCocycles 44.8.2
TwoCohomology 44.8.3
TwoGroup library 48.7
TwoSidedIdeal 54.2.1
TwoSidedIdealByGenerators 54.2.4
TwoSidedIdealNC 54.2.2
TwoSquares 15.6.1
type, boolean 20.0
type, cyclotomic 18.0
type, records 27.0
type, strings 26.0
TypeObj 13.9.1
TypeOfDefaultGeneralMapping 31.13.7
Types 13.9
Types of Objects 13.0
TzEliminate 46.8.1
TzFindCyclicJoins 46.8.4
TzGo 46.7.1
TzGoGo 46.7.3
TzImagesOldGens 46.10.3
TzInitGeneratorImages 46.10.1
TzNewGenerator 46.6.2
TzOptions 46.12.1
TzPreImagesNewGens 46.10.4
TzPrint 46.5.6
TzPrintGeneratorImages 46.10.5
TzPrintGenerators 46.5.1
TzPrintLengths 46.5.3
TzPrintOptions 46.12.2
TzPrintPairs 46.5.7
TzPrintPresentation 46.5.5
TzPrintRelators 46.5.2
TzPrintStatus 46.5.4
TzSearch 46.8.2
TzSearchEqual 46.8.3
TzSort 46.1.2
TzSubstitute 46.9.1
TzSubstituteCyclicJoins 46.9.2

[Top] [Up]

GAP 4 manual
May 2005