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- Pure_subgroup abstract "In mathematics, especially in the area of algebra studying the theory of abelian groups, a pure subgroup is a generalization of direct summand. It has found many uses in abelian group theory and related areas.".
- Pure_subgroup wikiPageID "5739585".
- Pure_subgroup wikiPageRevisionID "572537793".
- Pure_subgroup hasPhotoCollection Pure_subgroup.
- Pure_subgroup subject Category:Abelian_group_theory.
- Pure_subgroup subject Category:Subgroup_properties.
- Pure_subgroup type Abstraction100002137.
- Pure_subgroup type Possession100032613.
- Pure_subgroup type Property113244109.
- Pure_subgroup type Relation100031921.
- Pure_subgroup type SubgroupProperties.
- Pure_subgroup comment "In mathematics, especially in the area of algebra studying the theory of abelian groups, a pure subgroup is a generalization of direct summand. It has found many uses in abelian group theory and related areas.".
- Pure_subgroup label "Pure subgroup".
- Pure_subgroup sameAs m.0f23vn.
- Pure_subgroup sameAs Q7261158.
- Pure_subgroup sameAs Q7261158.
- Pure_subgroup sameAs Pure_subgroup.
- Pure_subgroup wasDerivedFrom Pure_subgroup?oldid=572537793.
- Pure_subgroup isPrimaryTopicOf Pure_subgroup.