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- Polynormal_subgroup abstract "In mathematics, in the field of group theory, a subgroup of a group is said to be polynormal if its closure under conjugation by any element of the group can also be achieved via closure by conjugation by some element in the subgroup generated.In symbols, a subgroup of a group is called polynormal if for any the subgroup is the same as .Here are the relationships with other subgroup properties: Every weakly pronormal subgroup is polynormal. Every paranormal subgroup is polynormal.".
- Polynormal_subgroup wikiPageID "4431306".
- Polynormal_subgroup wikiPageRevisionID "468915489".
- Polynormal_subgroup hasPhotoCollection Polynormal_subgroup.
- Polynormal_subgroup subject Category:Subgroup_properties.
- Polynormal_subgroup type Abstraction100002137.
- Polynormal_subgroup type Possession100032613.
- Polynormal_subgroup type Property113244109.
- Polynormal_subgroup type Relation100031921.
- Polynormal_subgroup type SubgroupProperties.
- Polynormal_subgroup comment "In mathematics, in the field of group theory, a subgroup of a group is said to be polynormal if its closure under conjugation by any element of the group can also be achieved via closure by conjugation by some element in the subgroup generated.In symbols, a subgroup of a group is called polynormal if for any the subgroup is the same as .Here are the relationships with other subgroup properties: Every weakly pronormal subgroup is polynormal. Every paranormal subgroup is polynormal.".
- Polynormal_subgroup label "Polynormal subgroup".
- Polynormal_subgroup sameAs m.0c1zdc.
- Polynormal_subgroup sameAs Q7226651.
- Polynormal_subgroup sameAs Q7226651.
- Polynormal_subgroup sameAs Polynormal_subgroup.
- Polynormal_subgroup wasDerivedFrom Polynormal_subgroup?oldid=468915489.
- Polynormal_subgroup isPrimaryTopicOf Polynormal_subgroup.