Cocentrality satisfies intermediate subgroup condition
This article gives the statement, and possibly proof, of a subgroup property (i.e., cocentral subgroup) satisfying a subgroup metaproperty (i.e., intermediate subgroup condition)
View all subgroup metaproperty satisfactions | View all subgroup metaproperty dissatisfactions |Get help on looking up metaproperty (dis)satisfactions for subgroup properties
Get more facts about cocentral subgroup |Get facts that use property satisfaction of cocentral subgroup | Get facts that use property satisfaction of cocentral subgroup|Get more facts about intermediate subgroup condition
Statement
Any cocentral subgroup of a group is also a cocentral subgroup in every intermediate subgroup.