Baer group
From Wikipedia, the free encyclopedia
In mathematics, a Baer group is a group in which every cyclic subgroup is subnormal. Every Baer group is locally nilpotent.[1]
Baer groups are named after Reinhold Baer.
From Wikipedia, the free encyclopedia
In mathematics, a Baer group is a group in which every cyclic subgroup is subnormal. Every Baer group is locally nilpotent.[1]
Baer groups are named after Reinhold Baer.
