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- Elementary_abelian_group abstract "In group theory, an elementary abelian group is a finite abelian group, where every nontrivial element has order p, where p is a prime; it is a particular kind of p-group.By the classification of finitely generated abelian groups, every elementary abelian group must be of the form(Z/pZ)nfor n a non-negative integer (sometimes called the group's rank). Here, Z/pZ denotes the cyclic group of order p (or equivalently the integers mod p), and the notation means the n-fold Cartesian product.".
- Elementary_abelian_group wikiPageID "4843202".
- Elementary_abelian_group wikiPageRevisionID "587314845".
- Elementary_abelian_group hasPhotoCollection Elementary_abelian_group.
- Elementary_abelian_group subject Category:Abelian_group_theory.
- Elementary_abelian_group subject Category:Finite_groups.
- Elementary_abelian_group subject Category:P-groups.
- Elementary_abelian_group type Abstraction100002137.
- Elementary_abelian_group type FiniteGroups.
- Elementary_abelian_group type Group100031264.
- Elementary_abelian_group comment "In group theory, an elementary abelian group is a finite abelian group, where every nontrivial element has order p, where p is a prime; it is a particular kind of p-group.By the classification of finitely generated abelian groups, every elementary abelian group must be of the form(Z/pZ)nfor n a non-negative integer (sometimes called the group's rank). Here, Z/pZ denotes the cyclic group of order p (or equivalently the integers mod p), and the notation means the n-fold Cartesian product.".
- Elementary_abelian_group label "Elementary abelian group".
- Elementary_abelian_group label "Gruppo abeliano elementare".
- Elementary_abelian_group label "زمرة أبيلية ابتدائية".
- Elementary_abelian_group label "初等阿貝爾群".
- Elementary_abelian_group sameAs Gruppo_abeliano_elementare.
- Elementary_abelian_group sameAs m.0cqk5n.
- Elementary_abelian_group sameAs Q1017231.
- Elementary_abelian_group sameAs Q1017231.
- Elementary_abelian_group sameAs Elementary_abelian_group.
- Elementary_abelian_group wasDerivedFrom Elementary_abelian_group?oldid=587314845.
- Elementary_abelian_group isPrimaryTopicOf Elementary_abelian_group.