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- N-ary_group abstract "In mathematics, an n-ary group (also n-group, polyadic group or multiary group) is a generalization of a group to a set G with a n-ary operation instead of a binary operation. The axioms for an n-ary group are defined in such a way as to reduce to those of a group in the case n = 2.".
- N-ary_group wikiPageID "23340612".
- N-ary_group wikiPageRevisionID "545658461".
- N-ary_group hasPhotoCollection N-ary_group.
- N-ary_group subject Category:Algebraic_structures.
- N-ary_group type AlgebraicStructures.
- N-ary_group type Artifact100021939.
- N-ary_group type Object100002684.
- N-ary_group type PhysicalEntity100001930.
- N-ary_group type Structure104341686.
- N-ary_group type Whole100003553.
- N-ary_group type YagoGeoEntity.
- N-ary_group type YagoPermanentlyLocatedEntity.
- N-ary_group comment "In mathematics, an n-ary group (also n-group, polyadic group or multiary group) is a generalization of a group to a set G with a n-ary operation instead of a binary operation. The axioms for an n-ary group are defined in such a way as to reduce to those of a group in the case n = 2.".
- N-ary_group label "N-ary group".
- N-ary_group label "Полиадическая группа".
- N-ary_group sameAs m.06w976l.
- N-ary_group sameAs Q4369853.
- N-ary_group sameAs Q4369853.
- N-ary_group sameAs N-ary_group.
- N-ary_group wasDerivedFrom N-ary_group?oldid=545658461.
- N-ary_group isPrimaryTopicOf N-ary_group.