# Polycyclic : a GAP 4 package - Index I

_ A B C D E F G H I K L M N O P R S T U

Igs 5.3.1
IgsParallel 5.3.1
Image 5.6.3
Index 5.1.4
InfiniteMetacyclicPcpGroup 6.1.5
Intersection 7.3.3
Introduction to polycyclic presentations 2.0
IsAbelian 5.2.4
IsConfluent 3.1.7
IsConjugate, elements 7.3.1
IsConjugate, subgroups 7.3.2
IsElementaryAbelian 5.2.5
IsFreeAbelian 5.2.6
IsInjective 5.6.6
IsMatrixRepresentation 9.1.2
IsNilpotentByFinite 7.6.2
IsNilpotentGroup 5.2.3
IsNormal 5.2.2
IsomorphismPcGroup 5.9.2
IsomorphismPcpGroup 5.9.1
IsomorphismUpperUnitriMatGroupPcpGroup 9.2.1
IsPcpElement 4.1.3
IsPcpElementRep 4.1.4
IsSubgroup 5.2.1
IsTorsionFree 7.4.3
IsWeightedCollector 3.3.1

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