Sobre p-grupos metahamiltonianos finitos

Abstract

A non-abelian group is called metahamiltonian if all its non-abelian subgroups are normal. Since there are results on infinite metahamiltonian groups and finite non-nilpotent metahamiltonian groups, we intend to obtain information on the finite nilpotent case. In this case, it is enough to focus on the study of finite metahamiltonian p-groups. In this dissertation, we will develop important properties of the metahamiltonian p-groups proved by L. J. An e Q. H. Zhang in [1].