Fitting subgroup
Cayley's theorem
nilspace
lattice
center
socle
order
subgroup
prefundamental
subrepresentation
simple group
precover
primitive root
sporadic group
simple
commutator
superrigidity
supergroup
gnomekind
gnetalean
splitting field
nitrosubstituted
minority
mirabolic
torsor
nilsystem
trigluon
Klein geometry
overorder
gnomometry
simply connected
superradical
cominuscule
pluriverse
normal subgroup
multigluonic
multigluon
xerantic
order Ostariophysi
Ostariophysi
panglial
primitive polynomial
profinite
wellpowered
bottom-up
gnomical
semisimple
almost
family Sphaerobolaceae
supergrouping
glomeromycetous
isogeny
Sphaerobolaceae
gypsumlike
fractional ideal
gyrocosine
principal ideal
mastergroup
meager
globular
meagre
nematosomal
weakly contractible
amalgamate
gyrovector
gnomoniaceous
icosatetramer
seminormal
derived subgroup
commutator length
nematostatic
derived group
linear group
overgroup
mixed bag
Waibling
Hurwitz surface
quasithin
quasiregular
profinite group
neutrophilic
superband
parget
commutator subgroup
singular matrix
microcluster
unitary group
contact geometry
group ring
gnathobasic
Kodaira vanishing theorem
torsion subgroup
unhomogeneous
dishomogeneous
hyperideal
top-down
Schinzel's hypothesis H
nilmanifold
Helly family

English words for 'For a finite group G: the unique largest normal nilpotent subgroup of G, which intuitively represents the smallest subgroup that "controls" the structure of G when G is solvable.'

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