| 释义 |
abelian group
a·be·li·an group A0012800 (ə-bē′lē-ən)n. See commutative group.
[After Niels Henrik Abel (1802-1829), Norwegian mathematician.]Abelian group (əˈbiːlɪən) n (Mathematics) a group the defined binary operation of which is commutative: if a and b are members of an Abelian group then ab = ba[C19: named after Niels Henrik Abel (1802–29), Norwegian mathematician]Thesaurus| Noun | 1. |  Abelian group - a group that satisfies the commutative lawcommutative groupmathematical group, group - a set that is closed, associative, has an identity element and every element has an inverse |
Translationsабелева группакоммутативная группаAbelian group
Abelian group[ə′bēl·yən ′grüp] (mathematics) A group whose binary operation is commutative; that is, ab = ba for each a and b in the group. Also known as commutative group. Abelian group
Related to Abelian group: group theory, vector space, Cyclic groupSynonyms for Abelian groupnoun a group that satisfies the commutative lawSynonymsRelated Words |