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

A

• AlternatingGroup(n)

C

• Center(G)
• Centralizer(G,H)
• ChiefSeries(G)
• Comm($g_1$,$g_2$)
• CommutatorFactorGroup(G)
• CommutatorSubgroup(G,H)
• ConjugacyClasses(G)
• ConjugateSubgroup(H,x)
• ConjugateSubgroups(H,list)
• CyclicGroup([, ] n)

D

• DerivedSeries(G)
• DerivedSubgroup(G)
• DirectProduct(G,H)
• DoubleCoset(H,g,K)
• DoubleCosets(G,H,K)

E

• Elements(G)

F

• FactorGroup(G,H)
• FittingSubgroup(G)
• FrattiniSubgroup(G)
• FreeGroup(n|set of symbols)

G

• GeneratorsOfGroup(G)
• GL(n,q)
• Group()
• GroupWithGenerators(gens)

I

• Index(G,H)
• Intersection($G_1$,$G_2$)
• Inverse(a)
• IsCyclic(G)
• IsElementaryAbelian(G)
• IsNormal(G,H)
• IsPrimitive(G,list)
• IsSimple(G)

L

• LowerCentralSeriesOfGroup(G)

M

• MaximalNormalSubgroups(G)
• MaximalSubgroups(G)
• MinimalGeneratingSet(G)
• MinimalNormalSubgroups(G)

N

• NormalClosure(G,H)
• Normalizer(G,H)
• NormalSubgroups(G)
• NrConjugacyClasses(G)

O

• Order()

P

• PGL(n,q)
• PSL(n,q)

R

• RightCoset(H,g)
• RightCosets(G,H)

S

• Size(G)
• SL(n,q)
• Subgroup(G,)
• SylowSubgroup(G,p)
• SymmetricGroup(n)

U

• UpperCentralSeriesOfGroup(G)

W

• WreathProduct(G,H)