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distrib > Mandriva > 2010.0 > i586 > media > contrib-release > by-pkgid > 91213ddcfbe7f54821d42c2d9e091326 > files > 1180

gap-system-packages-4.4.12-5mdv2010.0.i586.rpm

\indexentry{FRMachineNC@\texttt  {FRMachineNC}!family,free,listlist,list|hyperpage}{17}
\indexentry{FRMachine@\texttt  {FRMachine}![list,]list,list|hyperpage}{17}
\indexentry{FRMachine@\texttt  {FRMachine}!semigroup,list,list|hyperpage}{17}
\indexentry{UnderlyingFRMachine@\texttt  {UnderlyingFRMachine}|hyperpage}{18}
\indexentry{AsGroupFRMachine@\texttt  {AsGroupFRMachine}|hyperpage}{19}
\indexentry{AsMonoidFRMachine@\texttt  {AsMonoidFRMachine}|hyperpage}{19}
\indexentry{AsSemigroupFRMachine@\texttt  {AsSemigroupFRMachine}|hyperpage}{19}
\indexentry{ChangeFRMachineBasis@\texttt  {ChangeFRMachineBasis}|hyperpage}{20}
\indexentry{StateSet@\texttt  {StateSet}!FR machine|hyperpage}{21}
\indexentry{GeneratorsOfFRMachine@\texttt  {GeneratorsOfFRMachine}|hyperpage}{21}
\indexentry{Output@\texttt  {Output}!FR machine,state|hyperpage}{22}
\indexentry{Output@\texttt  {Output}!FR machine,state,letter|hyperpage}{22}
\indexentry{Transition@\texttt  {Transition}!FR machine,state,input|hyperpage}{22}
\indexentry{WreathRecursion@\texttt  {WreathRecursion}|hyperpage}{22}
\indexentry{StructuralGroup@\texttt  {StructuralGroup}|hyperpage}{23}
\indexentry{StructuralMonoid@\texttt  {StructuralMonoid}|hyperpage}{23}
\indexentry{StructuralSemigroup@\texttt  {StructuralSemigroup}|hyperpage}{23}
\indexentry{+@\texttt  {\texttt  {\char 92\relax }+}|hyperpage}{23}
\indexentry{*@\texttt  {\texttt  {\char 92\relax }*}|hyperpage}{24}
\indexentry{TensorSumOp@\texttt  {TensorSumOp}!FR Machines|hyperpage}{24}
\indexentry{TensorProductOp@\texttt  {TensorProductOp}!FR Machines|hyperpage}{24}
\indexentry{DirectSumOp@\texttt  {DirectSumOp}!FR Machines|hyperpage}{25}
\indexentry{DirectProductOp@\texttt  {DirectProductOp}!FR Machines|hyperpage}{25}
\indexentry{TreeWreathProduct@\texttt  {TreeWreathProduct}!FR machine|hyperpage}{26}
\indexentry{SubFRMachine@\texttt  {SubFRMachine}|hyperpage}{26}
\indexentry{Minimized@\texttt  {Minimized}!FR machine|hyperpage}{27}
\indexentry{Correspondence@\texttt  {Correspondence}!FR machine|hyperpage}{27}
\indexentry{FRElementNC@\texttt  {FRElementNC}!family,free,listlist,list,assocword|hyperpage}{28}
\indexentry{FRElement@\texttt  {FRElement}![list,]list,list,list|hyperpage}{29}
\indexentry{FRElement@\texttt  {FRElement}!semigroup,list,list,list|hyperpage}{29}
\indexentry{FRElement@\texttt  {FRElement}!machine/element,list|hyperpage}{30}
\indexentry{ComposeElement@\texttt  {ComposeElement}!elementcoll,perm|hyperpage}{30}
\indexentry{VertexElement@\texttt  {VertexElement}|hyperpage}{31}
\indexentry{DiagonalElement@\texttt  {DiagonalElement}|hyperpage}{31}
\indexentry{AsGroupFRElement@\texttt  {AsGroupFRElement}|hyperpage}{32}
\indexentry{AsMonoidFRElement@\texttt  {AsMonoidFRElement}|hyperpage}{32}
\indexentry{AsSemigroupFRElement@\texttt  {AsSemigroupFRElement}|hyperpage}{32}
\indexentry{Output@\texttt  {Output}!FR element|hyperpage}{33}
\indexentry{Activity@\texttt  {Activity}|hyperpage}{34}
\indexentry{ActivityInt@\texttt  {ActivityInt}|hyperpage}{34}
\indexentry{ActivityTransformation@\texttt  {ActivityTransformation}|hyperpage}{34}
\indexentry{ActivityPerm@\texttt  {ActivityPerm}|hyperpage}{34}
\indexentry{Transition@\texttt  {Transition}!FR element,input|hyperpage}{34}
\indexentry{Portrait@\texttt  {Portrait}|hyperpage}{35}
\indexentry{PortraitInt@\texttt  {PortraitInt}|hyperpage}{35}
\indexentry{DecompositionOfFRElement@\texttt  {DecompositionOfFRElement}|hyperpage}{35}
\indexentry{StateSet@\texttt  {StateSet}!FR element|hyperpage}{35}
\indexentry{State@\texttt  {State}|hyperpage}{36}
\indexentry{States@\texttt  {States}|hyperpage}{36}
\indexentry{FixedStates@\texttt  {FixedStates}|hyperpage}{37}
\indexentry{LimitStates@\texttt  {LimitStates}|hyperpage}{37}
\indexentry{IsFiniteStateFRElement@\texttt  {IsFiniteStateFRElement}|hyperpage}{37}
\indexentry{IsFiniteStateFRMachine@\texttt  {IsFiniteStateFRMachine}|hyperpage}{37}
\indexentry{InitialState@\texttt  {InitialState}|hyperpage}{38}
\indexentry{^@\texttt  {\texttt  {\char 92\relax }\texttt  {\char 94\relax }}!POW|hyperpage}{38}
\indexentry{*@\texttt  {\texttt  {\char 92\relax }*}!PROD|hyperpage}{39}
\indexentry{[]@\texttt  {\texttt  {\char 92\relax }[\texttt  {\char 92\relax }]}!ELMLIST|hyperpage}{39}
\indexentry{{}@\texttt  {\texttt  {\char 92\relax }\texttt  {\char 123\relax }\texttt  {\char 92\relax }\texttt  {\char 125\relax }}!ELMSLIST|hyperpage}{39}
\indexentry{MealyMachine@\texttt  {MealyMachine}![list,]listlist,list|hyperpage}{40}
\indexentry{MealyElement@\texttt  {MealyElement}![list,]listlist,list,int|hyperpage}{40}
\indexentry{MealyMachine@\texttt  {MealyMachine}!domain,domain,function,function|hyperpage}{41}
\indexentry{MealyElement@\texttt  {MealyElement}!domain,domain,function,function,obj|hyperpage}{41}
\indexentry{MealyMachineNC@\texttt  {MealyMachineNC}!family,listlist,list|hyperpage}{42}
\indexentry{MealyElementNC@\texttt  {MealyElementNC}!family,listlist,list,int|hyperpage}{42}
\indexentry{AllMealyMachines@\texttt  {AllMealyMachines}|hyperpage}{42}
\indexentry{Draw@\texttt  {Draw}|hyperpage}{43}
\indexentry{Minimized@\texttt  {Minimized}!Mealy machine|hyperpage}{44}
\indexentry{DualMachine@\texttt  {DualMachine}|hyperpage}{44}
\indexentry{IsReversible@\texttt  {IsReversible}|hyperpage}{45}
\indexentry{IsMinimized@\texttt  {IsMinimized}|hyperpage}{45}
\indexentry{AlphabetInvolution@\texttt  {AlphabetInvolution}|hyperpage}{45}
\indexentry{IsBireversible@\texttt  {IsBireversible}|hyperpage}{46}
\indexentry{StateGrowth@\texttt  {StateGrowth}|hyperpage}{46}
\indexentry{Degree@\texttt  {Degree}!FR element|hyperpage}{46}
\indexentry{DegreeOfFRMachine@\texttt  {DegreeOfFRMachine}|hyperpage}{46}
\indexentry{DegreeOfFRElement@\texttt  {DegreeOfFRElement}|hyperpage}{46}
\indexentry{IsFinitaryFRElement@\texttt  {IsFinitaryFRElement}|hyperpage}{47}
\indexentry{IsFinitaryFRMachine@\texttt  {IsFinitaryFRMachine}|hyperpage}{47}
\indexentry{Depth@\texttt  {Depth}!FR element|hyperpage}{47}
\indexentry{DepthOfFRMachine@\texttt  {DepthOfFRMachine}|hyperpage}{47}
\indexentry{DepthOfFRElement@\texttt  {DepthOfFRElement}|hyperpage}{47}
\indexentry{IsBoundedFRElement@\texttt  {IsBoundedFRElement}|hyperpage}{47}
\indexentry{IsBoundedFRMachine@\texttt  {IsBoundedFRMachine}|hyperpage}{47}
\indexentry{IsPolynomialGrowthFRElement@\texttt  {IsPolynomialGrowthFRElement}|hyperpage}{48}
\indexentry{IsPolynomialGrowthFRMachine@\texttt  {IsPolynomialGrowthFRMachine}|hyperpage}{48}
\indexentry{Signatures@\texttt  {Signatures}|hyperpage}{48}
\indexentry{VertexTransformationsFRMachine@\texttt  {VertexTransformationsFRMachine}|hyperpage}{49}
\indexentry{VertexTransformationsFRElement@\texttt  {VertexTransformationsFRElement}|hyperpage}{49}
\indexentry{FixedRay@\texttt  {FixedRay}!FR element|hyperpage}{49}
\indexentry{IsLevelTransitive@\texttt  {IsLevelTransitive}!FR element|hyperpage}{49}
\indexentry{AsMealyMachine@\texttt  {AsMealyMachine}!FR machine|hyperpage}{50}
\indexentry{AsMealyMachine@\texttt  {AsMealyMachine}!List|hyperpage}{50}
\indexentry{AsMealyElement@\texttt  {AsMealyElement}|hyperpage}{51}
\indexentry{AsIntMealyMachine@\texttt  {AsIntMealyMachine}|hyperpage}{51}
\indexentry{AsIntMealyElement@\texttt  {AsIntMealyElement}|hyperpage}{51}
\indexentry{TopElement@\texttt  {TopElement}|hyperpage}{52}
\indexentry{ConfinalityClasses@\texttt  {ConfinalityClasses}|hyperpage}{52}
\indexentry{IsWeaklyFinitaryFRElement@\texttt  {IsWeaklyFinitaryFRElement}|hyperpage}{52}
\indexentry{Germs@\texttt  {Germs}|hyperpage}{53}
\indexentry{NormOfBoundedFRElement@\texttt  {NormOfBoundedFRElement}|hyperpage}{53}
\indexentry{HasOpenSetConditionFRElement@\texttt  {HasOpenSetConditionFRElement}|hyperpage}{53}
\indexentry{LimitMachine@\texttt  {LimitMachine}|hyperpage}{53}
\indexentry{NucleusMachine@\texttt  {NucleusMachine}!FR machine|hyperpage}{54}
\indexentry{GuessMealyElement@\texttt  {GuessMealyElement}|hyperpage}{54}
\indexentry{VectorMachine@\texttt  {VectorMachine}|hyperpage}{56}
\indexentry{VectorElement@\texttt  {VectorElement}|hyperpage}{56}
\indexentry{VectorMachineNC@\texttt  {VectorMachineNC}|hyperpage}{56}
\indexentry{VectorElementNC@\texttt  {VectorElementNC}|hyperpage}{56}
\indexentry{AlgebraMachine@\texttt  {AlgebraMachine}|hyperpage}{57}
\indexentry{AlgebraElement@\texttt  {AlgebraElement}|hyperpage}{57}
\indexentry{AlgebraMachineNC@\texttt  {AlgebraMachineNC}|hyperpage}{57}
\indexentry{AlgebraElementNC@\texttt  {AlgebraElementNC}|hyperpage}{57}
\indexentry{Transition@\texttt  {Transition}!Linear machine|hyperpage}{58}
\indexentry{Transitions@\texttt  {Transitions}|hyperpage}{58}
\indexentry{NestedMatrixState@\texttt  {NestedMatrixState}|hyperpage}{59}
\indexentry{NestedMatrixCoefficient@\texttt  {NestedMatrixCoefficient}|hyperpage}{59}
\indexentry{ActivitySparse@\texttt  {ActivitySparse}|hyperpage}{59}
\indexentry{Activities@\texttt  {Activities}|hyperpage}{60}
\indexentry{IsConvergent@\texttt  {IsConvergent}|hyperpage}{60}
\indexentry{TransposedFRElement@\texttt  {TransposedFRElement}|hyperpage}{60}
\indexentry{IsSymmetricFRElement@\texttt  {IsSymmetricFRElement}|hyperpage}{60}
\indexentry{IsAntisymmetricFRElement@\texttt  {IsAntisymmetricFRElement}|hyperpage}{60}
\indexentry{IsLowerTriangularFRElement@\texttt  {IsLowerTriangularFRElement}|hyperpage}{60}
\indexentry{IsUpperTriangularFRElement@\texttt  {IsUpperTriangularFRElement}|hyperpage}{60}
\indexentry{IsDiagonalFRElement@\texttt  {IsDiagonalFRElement}|hyperpage}{60}
\indexentry{LDUDecompositionFRElement@\texttt  {LDUDecompositionFRElement}|hyperpage}{61}
\indexentry{GuessVectorElement@\texttt  {GuessVectorElement}|hyperpage}{62}
\indexentry{AsLinearMachine@\texttt  {AsLinearMachine}|hyperpage}{62}
\indexentry{AsLinearElement@\texttt  {AsLinearElement}|hyperpage}{62}
\indexentry{AsVectorMachine@\texttt  {AsVectorMachine}|hyperpage}{63}
\indexentry{AsVectorElement@\texttt  {AsVectorElement}|hyperpage}{63}
\indexentry{AsAlgebraMachine@\texttt  {AsAlgebraMachine}|hyperpage}{63}
\indexentry{AsAlgebraElement@\texttt  {AsAlgebraElement}|hyperpage}{63}
\indexentry{AsVectorMachine@\texttt  {AsVectorMachine}!Linear machine|hyperpage}{64}
\indexentry{AsVectorElement@\texttt  {AsVectorElement}!Linear machine|hyperpage}{64}
\indexentry{AsAlgebraMachine@\texttt  {AsAlgebraMachine}!Linear machine|hyperpage}{64}
\indexentry{AsAlgebraElement@\texttt  {AsAlgebraElement}!Linear machine|hyperpage}{64}
\indexentry{FRGroup@\texttt  {FRGroup}|hyperpage}{65}
\indexentry{FRMonoid@\texttt  {FRMonoid}|hyperpage}{65}
\indexentry{FRSemigroup@\texttt  {FRSemigroup}|hyperpage}{65}
\indexentry{SCGroup@\texttt  {SCGroup}|hyperpage}{67}
\indexentry{SCGroupNC@\texttt  {SCGroupNC}|hyperpage}{67}
\indexentry{SCMonoid@\texttt  {SCMonoid}|hyperpage}{67}
\indexentry{SCMonoidNC@\texttt  {SCMonoidNC}|hyperpage}{67}
\indexentry{SCSemigroup@\texttt  {SCSemigroup}|hyperpage}{67}
\indexentry{SCSemigroupNC@\texttt  {SCSemigroupNC}|hyperpage}{67}
\indexentry{Correspondence@\texttt  {Correspondence}!FR semigroup|hyperpage}{68}
\indexentry{FullSCGroup@\texttt  {FullSCGroup}|hyperpage}{68}
\indexentry{FullSCMonoid@\texttt  {FullSCMonoid}|hyperpage}{68}
\indexentry{FullSCSemigroup@\texttt  {FullSCSemigroup}|hyperpage}{68}
\indexentry{FRMachineFRGroup@\texttt  {FRMachineFRGroup}|hyperpage}{69}
\indexentry{FRMachineFRMonoid@\texttt  {FRMachineFRMonoid}|hyperpage}{69}
\indexentry{FRMachineFRSemigroup@\texttt  {FRMachineFRSemigroup}|hyperpage}{69}
\indexentry{MealyMachineFRGroup@\texttt  {MealyMachineFRGroup}|hyperpage}{69}
\indexentry{MealyMachineFRMonoid@\texttt  {MealyMachineFRMonoid}|hyperpage}{69}
\indexentry{MealyMachineFRSemigroup@\texttt  {MealyMachineFRSemigroup}|hyperpage}{69}
\indexentry{IsomorphismFRGroup@\texttt  {IsomorphismFRGroup}|hyperpage}{70}
\indexentry{IsomorphismFRMonoid@\texttt  {IsomorphismFRMonoid}|hyperpage}{70}
\indexentry{IsomorphismFRSemigroup@\texttt  {IsomorphismFRSemigroup}|hyperpage}{70}
\indexentry{IsomorphismMealyGroup@\texttt  {IsomorphismMealyGroup}|hyperpage}{71}
\indexentry{IsomorphismMealyMonoid@\texttt  {IsomorphismMealyMonoid}|hyperpage}{71}
\indexentry{IsomorphismMealySemigroup@\texttt  {IsomorphismMealySemigroup}|hyperpage}{71}
\indexentry{FRGroupByVirtualEndomorphism@\texttt  {FRGroupByVirtualEndomorphism}|hyperpage}{72}
\indexentry{TreeWreathProduct@\texttt  {TreeWreathProduct}!FR group|hyperpage}{73}
\indexentry{WeaklyBranchedEmbedding@\texttt  {WeaklyBranchedEmbedding}|hyperpage}{73}
\indexentry{PermGroup@\texttt  {PermGroup}|hyperpage}{73}
\indexentry{EpimorphismPermGroup@\texttt  {EpimorphismPermGroup}|hyperpage}{73}
\indexentry{PcGroup@\texttt  {PcGroup}|hyperpage}{74}
\indexentry{EpimorphismPcGroup@\texttt  {EpimorphismPcGroup}|hyperpage}{74}
\indexentry{TransMonoid@\texttt  {TransMonoid}|hyperpage}{75}
\indexentry{TransformationMonoid@\texttt  {TransformationMonoid}|hyperpage}{75}
\indexentry{EpimorphismTransMonoid@\texttt  {EpimorphismTransMonoid}|hyperpage}{75}
\indexentry{EpimorphismTransformationMonoid@\texttt  {EpimorphismTransformationMonoid}|hyperpage}{75}
\indexentry{TransSemigroup@\texttt  {TransSemigroup}|hyperpage}{75}
\indexentry{TransformationSemigroup@\texttt  {TransformationSemigroup}|hyperpage}{75}
\indexentry{EpimorphismTransSemigroup@\texttt  {EpimorphismTransSemigroup}|hyperpage}{75}
\indexentry{EpimorphismTransformationSemigroup@\texttt  {EpimorphismTransformationSemigroup}|hyperpage}{75}
\indexentry{EpimorphismGermGroup@\texttt  {EpimorphismGermGroup}|hyperpage}{76}
\indexentry{EpimorphismGermGroup@\texttt  {EpimorphismGermGroup}!EGG0|hyperpage}{76}
\indexentry{StabilizerImage@\texttt  {StabilizerImage}|hyperpage}{76}
\indexentry{LevelStabilizer@\texttt  {LevelStabilizer}|hyperpage}{77}
\indexentry{IsStateClosedFRSemigroup@\texttt  {IsStateClosedFRSemigroup}|hyperpage}{77}
\indexentry{StateClosure@\texttt  {StateClosure}|hyperpage}{78}
\indexentry{IsRecurrentFRSemigroup@\texttt  {IsRecurrentFRSemigroup}|hyperpage}{78}
\indexentry{IsLevelTransitive@\texttt  {IsLevelTransitive}!FR group|hyperpage}{78}
\indexentry{IsInfinitelyTransitive@\texttt  {IsInfinitelyTransitive}|hyperpage}{79}
\indexentry{IsFinitaryFRSemigroup@\texttt  {IsFinitaryFRSemigroup}|hyperpage}{79}
\indexentry{IsWeaklyFinitaryFRSemigroup@\texttt  {IsWeaklyFinitaryFRSemigroup}|hyperpage}{79}
\indexentry{IsBoundedFRSemigroup@\texttt  {IsBoundedFRSemigroup}|hyperpage}{79}
\indexentry{IsPolynomialGrowthFRSemigroup@\texttt  {IsPolynomialGrowthFRSemigroup}|hyperpage}{79}
\indexentry{IsFiniteStateFRSemigroup@\texttt  {IsFiniteStateFRSemigroup}|hyperpage}{79}
\indexentry{Degree@\texttt  {Degree}!FR semigroup|hyperpage}{79}
\indexentry{DegreeOfFRSemigroup@\texttt  {DegreeOfFRSemigroup}|hyperpage}{79}
\indexentry{Depth@\texttt  {Depth}!FR semigroup|hyperpage}{79}
\indexentry{DepthOfFRSemigroup@\texttt  {DepthOfFRSemigroup}|hyperpage}{79}
\indexentry{HasOpenSetConditionFRSemigroup@\texttt  {HasOpenSetConditionFRSemigroup}|hyperpage}{80}
\indexentry{IsContracting@\texttt  {IsContracting}|hyperpage}{80}
\indexentry{NucleusOfFRSemigroup@\texttt  {NucleusOfFRSemigroup}|hyperpage}{80}
\indexentry{NucleusMachine@\texttt  {NucleusMachine}!FR semigroup|hyperpage}{81}
\indexentry{BranchingSubgroup@\texttt  {BranchingSubgroup}|hyperpage}{81}
\indexentry{FindBranchingSubgroup@\texttt  {FindBranchingSubgroup}|hyperpage}{81}
\indexentry{IsBranched@\texttt  {IsBranched}!FR group|hyperpage}{82}
\indexentry{IsBranchingSubgroup@\texttt  {IsBranchingSubgroup}!FR semigroup|hyperpage}{82}
\indexentry{TopVertexTransformations@\texttt  {TopVertexTransformations}|hyperpage}{82}
\indexentry{VertexTransformations@\texttt  {VertexTransformations}!FR semigroup|hyperpage}{83}
\indexentry{VirtualEndomorphism@\texttt  {VirtualEndomorphism}|hyperpage}{83}
\indexentry{EpimorphismFromFpGroup@\texttt  {EpimorphismFromFpGroup}|hyperpage}{84}
\indexentry{IsomorphismSubgroupFpGroup@\texttt  {IsomorphismSubgroupFpGroup}|hyperpage}{84}
\indexentry{AsSubgroupFpGroup@\texttt  {AsSubgroupFpGroup}|hyperpage}{84}
\indexentry{IsomorphismLpGroup@\texttt  {IsomorphismLpGroup}|hyperpage}{84}
\indexentry{AsLpGroup@\texttt  {AsLpGroup}|hyperpage}{84}
\indexentry{IsTorsionGroup@\texttt  {IsTorsionGroup}|hyperpage}{85}
\indexentry{IsTorsionFreeGroup@\texttt  {IsTorsionFreeGroup}|hyperpage}{85}
\indexentry{IsAmenableGroup@\texttt  {IsAmenableGroup}|hyperpage}{86}
\indexentry{IsVirtuallySimpleGroup@\texttt  {IsVirtuallySimpleGroup}|hyperpage}{86}
\indexentry{IsResiduallyFinite@\texttt  {IsResiduallyFinite}|hyperpage}{86}
\indexentry{IsSQUniversal@\texttt  {IsSQUniversal}|hyperpage}{86}
\indexentry{IsJustInfinite@\texttt  {IsJustInfinite}|hyperpage}{86}
\indexentry{FRAlgebra@\texttt  {FRAlgebra}|hyperpage}{88}
\indexentry{FRAlgebraWithOne@\texttt  {FRAlgebraWithOne}|hyperpage}{88}
\indexentry{SCAlgebra@\texttt  {SCAlgebra}|hyperpage}{89}
\indexentry{SCAlgebraWithOne@\texttt  {SCAlgebraWithOne}|hyperpage}{89}
\indexentry{SCAlgebraNC@\texttt  {SCAlgebraNC}|hyperpage}{89}
\indexentry{SCAlgebraWithOneNC@\texttt  {SCAlgebraWithOneNC}|hyperpage}{89}
\indexentry{BranchingIdeal@\texttt  {BranchingIdeal}|hyperpage}{89}
\indexentry{MatrixQuotient@\texttt  {MatrixQuotient}|hyperpage}{89}
\indexentry{EpimorphismMatrixQuotient@\texttt  {EpimorphismMatrixQuotient}|hyperpage}{89}
\indexentry{ThinnedAlgebra@\texttt  {ThinnedAlgebra}|hyperpage}{90}
\indexentry{ThinnedAlgebraWithOne@\texttt  {ThinnedAlgebraWithOne}|hyperpage}{90}
\indexentry{Nillity@\texttt  {Nillity}|hyperpage}{90}
\indexentry{IMGFRMachine@\texttt  {IMGFRMachine}!FR machine|hyperpage}{91}
\indexentry{IMGRelator@\texttt  {IMGRelator}|hyperpage}{91}
\indexentry{Mating@\texttt  {Mating}|hyperpage}{92}
\indexentry{PolynomialFRMachine@\texttt  {PolynomialFRMachine}|hyperpage}{92}
\indexentry{PolynomialIMGMachine@\texttt  {PolynomialIMGMachine}|hyperpage}{92}
\indexentry{PolynomialMealyMachine@\texttt  {PolynomialMealyMachine}|hyperpage}{92}
\indexentry{DBRationalIMGGroup@\texttt  {DBRationalIMGGroup}|hyperpage}{93}
\indexentry{ValueRational@\texttt  {ValueRational}|hyperpage}{94}
\indexentry{CriticalValuesQuadraticRational@\texttt  {CriticalValuesQuadraticRational}|hyperpage}{94}
\indexentry{CanonicalQuadraticRational@\texttt  {CanonicalQuadraticRational}|hyperpage}{94}
\indexentry{PostCriticalMachine@\texttt  {PostCriticalMachine}|hyperpage}{95}
\indexentry{RationalFunction@\texttt  {RationalFunction}|hyperpage}{95}
\indexentry{IMGFRMachine@\texttt  {IMGFRMachine}!rational function|hyperpage}{96}
\indexentry{FullBinaryGroup@\texttt  {FullBinaryGroup}|hyperpage}{97}
\indexentry{FiniteDepthBinaryGroup@\texttt  {FiniteDepthBinaryGroup}|hyperpage}{97}
\indexentry{FinitaryBinaryGroup@\texttt  {FinitaryBinaryGroup}|hyperpage}{97}
\indexentry{BoundedBinaryGroup@\texttt  {BoundedBinaryGroup}|hyperpage}{97}
\indexentry{PolynomialGrowthBinaryGroup@\texttt  {PolynomialGrowthBinaryGroup}|hyperpage}{97}
\indexentry{FiniteStateBinaryGroup@\texttt  {FiniteStateBinaryGroup}|hyperpage}{97}
\indexentry{BinaryKneadingGroup@\texttt  {BinaryKneadingGroup}|hyperpage}{97}
\indexentry{BinaryKneadingMachine@\texttt  {BinaryKneadingMachine}|hyperpage}{97}
\indexentry{BasilicaGroup@\texttt  {BasilicaGroup}|hyperpage}{98}
\indexentry{AddingGroup@\texttt  {AddingGroup}|hyperpage}{98}
\indexentry{AddingMachine@\texttt  {AddingMachine}|hyperpage}{98}
\indexentry{AddingElement@\texttt  {AddingElement}|hyperpage}{98}
\indexentry{BinaryAddingGroup@\texttt  {BinaryAddingGroup}|hyperpage}{99}
\indexentry{BinaryAddingMachine@\texttt  {BinaryAddingMachine}|hyperpage}{99}
\indexentry{BinaryAddingElement@\texttt  {BinaryAddingElement}|hyperpage}{99}
\indexentry{MixerGroup@\texttt  {MixerGroup}|hyperpage}{99}
\indexentry{MixerMachine@\texttt  {MixerMachine}|hyperpage}{99}
\indexentry{SunicGroup@\texttt  {SunicGroup}|hyperpage}{100}
\indexentry{Sunicmachine@\texttt  {Sunicmachine}|hyperpage}{100}
\indexentry{GrigorchukMachines@\texttt  {GrigorchukMachines}|hyperpage}{100}
\indexentry{GrigorchukGroups@\texttt  {GrigorchukGroups}|hyperpage}{100}
\indexentry{GrigorchukMachine@\texttt  {GrigorchukMachine}|hyperpage}{101}
\indexentry{GrigorchukGroup@\texttt  {GrigorchukGroup}|hyperpage}{101}
\indexentry{GrigorchukOverGroup@\texttt  {GrigorchukOverGroup}|hyperpage}{101}
\indexentry{GrigorchukEvilTwin@\texttt  {GrigorchukEvilTwin}|hyperpage}{101}
\indexentry{BrunnerSidkiVieiraGroup@\texttt  {BrunnerSidkiVieiraGroup}|hyperpage}{102}
\indexentry{BrunnerSidkiVieiraMachine@\texttt  {BrunnerSidkiVieiraMachine}|hyperpage}{102}
\indexentry{AleshinGroups@\texttt  {AleshinGroups}|hyperpage}{102}
\indexentry{AleshinMachines@\texttt  {AleshinMachines}|hyperpage}{102}
\indexentry{AleshinGroup@\texttt  {AleshinGroup}|hyperpage}{102}
\indexentry{AleshinMachine@\texttt  {AleshinMachine}|hyperpage}{102}
\indexentry{BabyAleshinGroup@\texttt  {BabyAleshinGroup}|hyperpage}{103}
\indexentry{BabyAleshinMachine@\texttt  {BabyAleshinMachine}|hyperpage}{103}
\indexentry{SidkiFreeGroup@\texttt  {SidkiFreeGroup}|hyperpage}{103}
\indexentry{GuptaSidkiGroups@\texttt  {GuptaSidkiGroups}|hyperpage}{103}
\indexentry{GeneralizedGuptaSidkiGroups@\texttt  {GeneralizedGuptaSidkiGroups}|hyperpage}{103}
\indexentry{GuptaSidkiMachines@\texttt  {GuptaSidkiMachines}|hyperpage}{103}
\indexentry{GuptaSidkiGroup@\texttt  {GuptaSidkiGroup}|hyperpage}{104}
\indexentry{GuptaSidkiMachine@\texttt  {GuptaSidkiMachine}|hyperpage}{104}
\indexentry{NeumannGroup@\texttt  {NeumannGroup}|hyperpage}{104}
\indexentry{NeumannMachine@\texttt  {NeumannMachine}|hyperpage}{104}
\indexentry{FabrykowskiGuptaGroup@\texttt  {FabrykowskiGuptaGroup}|hyperpage}{104}
\indexentry{FabrykowskiGuptaGroups@\texttt  {FabrykowskiGuptaGroups}|hyperpage}{104}
\indexentry{OtherSpinalGroup@\texttt  {OtherSpinalGroup}|hyperpage}{104}
\indexentry{GammaPQMachine@\texttt  {GammaPQMachine}|hyperpage}{104}
\indexentry{GammaPQGroup@\texttt  {GammaPQGroup}|hyperpage}{104}
\indexentry{HanoiGroup@\texttt  {HanoiGroup}|hyperpage}{105}
\indexentry{DahmaniGroup@\texttt  {DahmaniGroup}|hyperpage}{105}
\indexentry{MamaghaniGroup@\texttt  {MamaghaniGroup}|hyperpage}{105}
\indexentry{WeierstrassGroup@\texttt  {WeierstrassGroup}|hyperpage}{105}
\indexentry{FRAffineGroup@\texttt  {FRAffineGroup}|hyperpage}{106}
\indexentry{CayleyGroup@\texttt  {CayleyGroup}|hyperpage}{107}
\indexentry{CayleyMachine@\texttt  {CayleyMachine}|hyperpage}{107}
\indexentry{LamplighterGroup@\texttt  {LamplighterGroup}|hyperpage}{107}
\indexentry{I2Machine@\texttt  {I2Machine}|hyperpage}{108}
\indexentry{I2Monoid@\texttt  {I2Monoid}|hyperpage}{108}
\indexentry{I4Machine@\texttt  {I4Machine}|hyperpage}{108}
\indexentry{I4Monoid@\texttt  {I4Monoid}|hyperpage}{108}
\indexentry{PSZAlgebra@\texttt  {PSZAlgebra}|hyperpage}{108}
\indexentry{GrigorchukThinnedAlgebra@\texttt  {GrigorchukThinnedAlgebra}|hyperpage}{109}
\indexentry{GuptaSidkiThinnedAlgebra@\texttt  {GuptaSidkiThinnedAlgebra}|hyperpage}{109}
\indexentry{SidkiFreeAlgebra@\texttt  {SidkiFreeAlgebra}|hyperpage}{109}
\indexentry{VHStructure@\texttt  {VHStructure}|hyperpage}{113}
\indexentry{IsVHGroup@\texttt  {IsVHGroup}|hyperpage}{113}
\indexentry{VerticalAction@\texttt  {VerticalAction}|hyperpage}{113}
\indexentry{HorizontalAction@\texttt  {HorizontalAction}|hyperpage}{113}
\indexentry{VHGroup@\texttt  {VHGroup}|hyperpage}{113}
\indexentry{IsIrreducibleVHGroup@\texttt  {IsIrreducibleVHGroup}|hyperpage}{113}
\indexentry{MaximalSimpleSubgroup@\texttt  {MaximalSimpleSubgroup}|hyperpage}{114}
\indexentry{FRMFamily@\texttt  {FRMFamily}|hyperpage}{115}
\indexentry{FREFamily@\texttt  {FREFamily}|hyperpage}{115}
\indexentry{AlphabetOfFRObject@\texttt  {AlphabetOfFRObject}|hyperpage}{115}
\indexentry{AsPermutation@\texttt  {AsPermutation}!FR object|hyperpage}{116}
\indexentry{AsTransformation@\texttt  {AsTransformation}!FR object|hyperpage}{116}
\indexentry{IsGroupFRMachine@\texttt  {IsGroupFRMachine}|hyperpage}{116}
\indexentry{IsMonoidFRMachine@\texttt  {IsMonoidFRMachine}|hyperpage}{116}
\indexentry{IsSemigroupFRMachine@\texttt  {IsSemigroupFRMachine}|hyperpage}{116}
\indexentry{IsFRMachineStrRep@\texttt  {IsFRMachineStrRep}|hyperpage}{116}
\indexentry{IsMealyMachine@\texttt  {IsMealyMachine}|hyperpage}{116}
\indexentry{IsMealyElement@\texttt  {IsMealyElement}|hyperpage}{117}
\indexentry{IsMealyMachineIntRep@\texttt  {IsMealyMachineIntRep}|hyperpage}{117}
\indexentry{IsMealyMachineDomainRep@\texttt  {IsMealyMachineDomainRep}|hyperpage}{117}
\indexentry{IsVectorFRMachineRep@\texttt  {IsVectorFRMachineRep}|hyperpage}{117}
\indexentry{IsAlgebraFRMachineRep@\texttt  {IsAlgebraFRMachineRep}|hyperpage}{117}
\indexentry{IsLinearFRMachine@\texttt  {IsLinearFRMachine}|hyperpage}{117}
\indexentry{IsLinearFRElement@\texttt  {IsLinearFRElement}|hyperpage}{118}
\indexentry{IsFRElement@\texttt  {IsFRElement}|hyperpage}{118}
\indexentry{IsFRObject@\texttt  {IsFRObject}|hyperpage}{118}
\indexentry{IsFRMachine@\texttt  {IsFRMachine}|hyperpage}{118}
\indexentry{IsInvertible@\texttt  {IsInvertible}|hyperpage}{118}
\indexentry{IsFRGroup@\texttt  {IsFRGroup}|hyperpage}{119}
\indexentry{IsFRMonoid@\texttt  {IsFRMonoid}|hyperpage}{119}
\indexentry{IsFRSemigroup@\texttt  {IsFRSemigroup}|hyperpage}{119}
\indexentry{IsFRAlgebra@\texttt  {IsFRAlgebra}|hyperpage}{119}
\indexentry{IsFRAlgebraWithOne@\texttt  {IsFRAlgebraWithOne}|hyperpage}{119}
\indexentry{FRMachineRWS@\texttt  {FRMachineRWS}|hyperpage}{119}
\indexentry{maybe@\texttt  {maybe}|hyperpage}{123}
\indexentry{ReturnMaybe@\texttt  {ReturnMaybe}|hyperpage}{123}
\indexentry{TensorSum@\texttt  {TensorSum}|hyperpage}{123}
\indexentry{TensorProductX@\texttt  {TensorProductX}|hyperpage}{123}
\indexentry{DirectSum@\texttt  {DirectSum}|hyperpage}{123}
\indexentry{PeriodicList@\texttt  {PeriodicList}|hyperpage}{124}
\indexentry{PeriodicList@\texttt  {PeriodicList}!period, looping point|hyperpage}{124}
\indexentry{PeriodicList@\texttt  {PeriodicList}!list, function|hyperpage}{124}
\indexentry{CompressedPeriodicList@\texttt  {CompressedPeriodicList}|hyperpage}{124}
\indexentry{CompressedPeriodicList@\texttt  {CompressedPeriodicList}!period, looping point|hyperpage}{124}
\indexentry{PrePeriod@\texttt  {PrePeriod}|hyperpage}{124}
\indexentry{Period@\texttt  {Period}|hyperpage}{124}
\indexentry{CompressPeriodicList@\texttt  {CompressPeriodicList}|hyperpage}{124}
\indexentry{IsConfinal@\texttt  {IsConfinal}|hyperpage}{125}
\indexentry{ConfinalityClass@\texttt  {ConfinalityClass}|hyperpage}{125}
\indexentry{LargestCommonPrefix@\texttt  {LargestCommonPrefix}|hyperpage}{125}
\indexentry{WordGrowth@\texttt  {WordGrowth}|hyperpage}{125}
\indexentry{OrbitGrowth@\texttt  {OrbitGrowth}|hyperpage}{125}
\indexentry{Ball@\texttt  {Ball}|hyperpage}{125}
\indexentry{Sphere@\texttt  {Sphere}|hyperpage}{125}
\indexentry{ShortGroupRelations@\texttt  {ShortGroupRelations}|hyperpage}{127}
\indexentry{ShortMonoidRelations@\texttt  {ShortMonoidRelations}|hyperpage}{127}
\indexentry{ShortGroupWordInSet@\texttt  {ShortGroupWordInSet}|hyperpage}{128}
\indexentry{ShortMonoidWordInSet@\texttt  {ShortMonoidWordInSet}|hyperpage}{128}
\indexentry{ShortSemigroupWordInSet@\texttt  {ShortSemigroupWordInSet}|hyperpage}{128}
\indexentry{SurfaceBraidFpGroup@\texttt  {SurfaceBraidFpGroup}|hyperpage}{128}
\indexentry{PureSurfaceBraidFpGroup@\texttt  {PureSurfaceBraidFpGroup}|hyperpage}{128}
\indexentry{CharneyBraidFpGroup@\texttt  {CharneyBraidFpGroup}|hyperpage}{128}
\indexentry{ArtinRepresentation@\texttt  {ArtinRepresentation}|hyperpage}{129}
\indexentry{StringByInt@\texttt  {StringByInt}|hyperpage}{129}
\indexentry{PositionTower@\texttt  {PositionTower}|hyperpage}{129}
\indexentry{CoefficientsInAbelianExtension@\texttt  {CoefficientsInAbelianExtension}|hyperpage}{129}
\indexentry{MagmaEndomorphismByImagesNC@\texttt  {MagmaEndomorphismByImagesNC}|hyperpage}{129}
\indexentry{MagmaHomomorphismByImagesNC@\texttt  {MagmaHomomorphismByImagesNC}|hyperpage}{129}
\indexentry{NewFIFO@\texttt  {NewFIFO}|hyperpage}{130}
\indexentry{Add@\texttt  {Add}!FIFO|hyperpage}{130}
\indexentry{Append@\texttt  {Append}!FIFO|hyperpage}{130}
\indexentry{ProductIdeal@\texttt  {ProductIdeal}|hyperpage}{130}
\indexentry{ProductBOIIdeal@\texttt  {ProductBOIIdeal}|hyperpage}{130}
\indexentry{DimensionSeries@\texttt  {DimensionSeries}|hyperpage}{130}
\indexentry{Trans@\texttt  {Trans}|hyperpage}{131}
\indexentry{InfoFR@\texttt  {InfoFR}|hyperpage}{131}
\indexentry{FRSEARCH@\texttt  {FR{\textunderscore }SEARCH}|hyperpage}{132}