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- P-group abstract "In mathematical group theory, given a prime number p, a p-group is a periodic group in which each element has a power of p as its order: each element is of prime power order. That is, for each element g of the group, there exists a nonnegative integer n such that g to the power pn is equal to the identity element. Such groups are also called p-primary or simply primary.A finite group is a p-group if and only if its order (the number of its elements) is a power of p. The remainder of this article deals with finite p-groups. For an example of an infinite abelian p-group, see Prüfer group, and for an example of an infinite simple p-group, see Tarski monster group.".
- P-group wikiPageExternalLink ?id=yBgPAAAAIAAJ&printsec=titlepage.
- P-group wikiPageExternalLink purl?GDZPPN00217491X.
- P-group wikiPageID "24664".
- P-group wikiPageRevisionID "586704804".
- P-group hasPhotoCollection P-group.
- P-group subject Category:P-groups.
- P-group comment "In mathematical group theory, given a prime number p, a p-group is a periodic group in which each element has a power of p as its order: each element is of prime power order. That is, for each element g of the group, there exists a nonnegative integer n such that g to the power pn is equal to the identity element. Such groups are also called p-primary or simply primary.A finite group is a p-group if and only if its order (the number of its elements) is a power of p.".
- P-group label "Gruppo primario".
- P-group label "P-Gruppe".
- P-group label "P-groep".
- P-group label "P-group".
- P-group label "P-groupe".
- P-group label "P-grupa".
- P-group label "P-grupo".
- P-group label "P-群".
- P-group label "P-群".
- P-group label "Конечная p-группа".
- P-group sameAs P-grupa.
- P-group sameAs P-Gruppe.
- P-group sameAs P-grupo.
- P-group sameAs P-groupe.
- P-group sameAs Gruppo_primario.
- P-group sameAs P-群.
- P-group sameAs P-groep.
- P-group sameAs P-grupa.
- P-group sameAs m.06557.
- P-group sameAs Q286972.
- P-group sameAs Q286972.
- P-group wasDerivedFrom P-group?oldid=586704804.
- P-group isPrimaryTopicOf P-group.