Isomorph-normal subgroup of group of prime power order
This article describes a property that arises as the conjunction of a subgroup property: isomorph-normal subgroup with a group property imposed on the ambient group: group of prime power order
View a complete list of such conjunctions | View a complete list of conjunctions where the group property is imposed on the subgroup
Definition
A subgroup of a group is termed an isomorph-normal subgroup of group of prime power order if the whole group is a group of prime power order and the subgroup is an isomorph-normal subgroup.
Relation with other properties
Stronger properties
- Maximal subgroup of group of prime power order
- Order-normal subgroup of group of prime power order
- Isomorph-free subgroup of group of prime power order