Formation (group theory)
In mathematical group theory, a formation is a class of groups closed under taking images and such that if G/M and G/N are in the formation then so is G/M∩N. introduced formations to unify the theory of Hall subgroups and Carter subgroups of finite solvable groups. Some examples of formations are the formation of p-groups for a prime p, the formation of π-groups for a set of primes π, and the formation of nilpotent groups.
Wikipage disambiguates
primaryTopic
Formation (group theory)
In mathematical group theory, a formation is a class of groups closed under taking images and such that if G/M and G/N are in the formation then so is G/M∩N. introduced formations to unify the theory of Hall subgroups and Carter subgroups of finite solvable groups. Some examples of formations are the formation of p-groups for a prime p, the formation of π-groups for a set of primes π, and the formation of nilpotent groups.
has abstract
In mathematical group theory, ...... formation of nilpotent groups.
@en
Link from a Wikipage to an external page
Wikipage page ID
33,449,138
Wikipage revision ID
744,786,551
subject
hypernym
type
comment
In mathematical group theory, ...... formation of nilpotent groups.
@en
label
Formation (group theory)
@en