\makelabel{hap:Introduction }{1}
\makelabel{hap:List of HAP functions }{2}
\makelabel{hap:AddWords}{2}
\makelabel{hap:AddWordsModP}{2}
\makelabel{hap:AlgebraicReduction}{2}
\makelabel{hap:AlgebraicReduction}{2}
\makelabel{hap:CocycleCondition}{2}
\makelabel{hap:Cohomology}{2}
\makelabel{hap:CoxeterDiagramComponents}{2}
\makelabel{hap:CoxeterDiagramDegree}{2}
\makelabel{hap:CoxeterDiagramFpArtinGroup}{2}
\makelabel{hap:CoxeterDiagramFpCoxeterGroup}{2}
\makelabel{hap:CoxeterDiagramIsSpherical}{2}
\makelabel{hap:CoxeterDiagramMatrix}{2}
\makelabel{hap:CoxeterSubDiagram}{2}
\makelabel{hap:CoxeterDiagramVertices}{2}
\makelabel{hap:Epicentre}{2}
\makelabel{hap:Epicentre}{2}
\makelabel{hap:EvaluateProperty}{2}
\makelabel{hap:EvenSubgroup}{2}
\makelabel{hap:EquivariantChainMap}{2}
\makelabel{hap:GroupHomology}{2}
\makelabel{hap:GroupHomology}{2}
\makelabel{hap:HAPcopyright}{2}
\makelabel{hap:Homology}{2}
\makelabel{hap:HomToIntegers}{2}
\makelabel{hap:HomToIntegralModule}{2}
\makelabel{hap:IntegralRingGenerators}{2}
\makelabel{hap:IntegralCupProduct}{2}
\makelabel{hap:IntegralCupProduct}{2}
\makelabel{hap:IsAspherical}{2}
\makelabel{hap:MultiplyWord}{2}
\makelabel{hap:Negate}{2}
\makelabel{hap:NegateWord}{2}
\makelabel{hap:NonabelianExteriorProduct}{2}
\makelabel{hap:NonabelianTensorSquare}{2}
\makelabel{hap:PermToMatrixGroup}{2}
\makelabel{hap:PolytopalComplex}{2}
\makelabel{hap:PolytopalComplex}{2}
\makelabel{hap:PolytopalGenerators}{2}
\makelabel{hap:PresentationOfResolution}{2}
\makelabel{hap:PrimePartDerivedFunctor}{2}
\makelabel{hap:PrintZGword}{2}
\makelabel{hap:RelativeSchurMultiplierG,N)}{2}
\makelabel{hap:ResolutionAbelianGroup}{2}
\makelabel{hap:ResolutionAbelianGroup}{2}
\makelabel{hap:ResolutionArtinGroup}{2}
\makelabel{hap:ResolutionAsphericalPresentation}{2}
\makelabel{hap:ResolutionDirectProduct}{2}
\makelabel{hap:ResolutionFiniteExtension}{2}
\makelabel{hap:ResolutionFiniteExtension}{2}
\makelabel{hap:ResolutionFiniteExtension}{2}
\makelabel{hap:ResolutionFiniteGroup}{2}
\makelabel{hap:ResolutionFiniteGroup}{2}
\makelabel{hap:ResolutionFiniteGroup}{2}
\makelabel{hap:ResolutionFiniteSubgroup}{2}
\makelabel{hap:ResolutionFiniteSubgroup}{2}
\makelabel{hap:ResolutionNormalSeries}{2}
\makelabel{hap:ResolutionNormalSeries}{2}
\makelabel{hap:ResolutionNormalSeries}{2}
\makelabel{hap:ResolutionPrimePowerGroup}{2}
\makelabel{hap:ResolutionSmallFpGroup}{2}
\makelabel{hap:ResolutionSmallFpGroup}{2}
\makelabel{hap:ResolutionSubgroup}{2}
\makelabel{hap:StandardCocycle}{2}
\makelabel{hap:StandardCocycle}{2}
\makelabel{hap:Syzygy}{2}
\makelabel{hap:TensorWithIntegers}{2}
\makelabel{hap:TensorWithIntegersModP}{2}
\makelabel{hap:ThirdHomotopyGroupOfSuspensionB}{2}
\makelabel{hap:TietzeReduction}{2}
\makelabel{hap:TorsionGeneratorsAbelianGroup}{2}
\makelabel{hap:TwistedTensorProduct}{2}
\makelabel{hap:VectorStabilizer}{2}
\makelabel{hap:Index}{}
