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- Paranormal_subgroup abstract "In mathematics, in the field of group theory, a paranormal subgroup is a subgroup such that the subgroup generated by it and any conjugate of it, is also generated by it and a conjugate of it within that subgroup.In symbols, is paranormal in if given any in , the subgroup generated by and is also equal to . Equivalently, a subgroup is paranormal if its weak closure and normal closure coincide in all intermediate subgroups.Here are some facts relating paranormality to other subgroup properties: Every pronormal subgroup, and hence, every normal subgroup and every abnormal subgroup, is paranormal. Every paranormal subgroup is a polynormal subgroup. In finite solvable groups, every polynormal subgroup is paranormal.".
- Paranormal_subgroup wikiPageID "3593691".
- Paranormal_subgroup wikiPageRevisionID "287217866".
- Paranormal_subgroup hasPhotoCollection Paranormal_subgroup.
- Paranormal_subgroup subject Category:Subgroup_properties.
- Paranormal_subgroup type Abstraction100002137.
- Paranormal_subgroup type Possession100032613.
- Paranormal_subgroup type Property113244109.
- Paranormal_subgroup type Relation100031921.
- Paranormal_subgroup type SubgroupProperties.
- Paranormal_subgroup comment "In mathematics, in the field of group theory, a paranormal subgroup is a subgroup such that the subgroup generated by it and any conjugate of it, is also generated by it and a conjugate of it within that subgroup.In symbols, is paranormal in if given any in , the subgroup generated by and is also equal to .".
- Paranormal_subgroup label "Paranormal subgroup".
- Paranormal_subgroup sameAs m.09nmyf.
- Paranormal_subgroup sameAs Q7135558.
- Paranormal_subgroup sameAs Q7135558.
- Paranormal_subgroup sameAs Paranormal_subgroup.
- Paranormal_subgroup wasDerivedFrom Paranormal_subgroup?oldid=287217866.
- Paranormal_subgroup isPrimaryTopicOf Paranormal_subgroup.