Conjugate-join-closed subgroup property
This article defines a subgroup metaproperty: a property that can be evaluated to true/false for any subgroup property
View a complete list of subgroup metaproperties
View subgroup properties satisfying this metaproperty| View subgroup properties dissatisfying this metaproperty
VIEW RELATED: subgroup metaproperty satisfactions| subgroup metaproperty dissatisfactions
BEWARE! This term is nonstandard and is being used locally within the wiki. [SHOW MORE]
A subgroup property is termed conjugate-join-closed if the join of a nonempty collection of conjugate subgroups satisfying , also satisfies . Note that any two subgroups in the collection must be conjugate; however, the collection need not include all members of that conjugacy class of subgroups.