abelian group

listen to the pronunciation of abelian group
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a group in which the group operation is commutative
An abstract group with a commutative binary operation; see Section
A group satisfying the commutative law ab = ba
An abstract group with a commutative binary operation; see Section A 3
An abelian group is a group whose operation is commutative, ie a*b=b*a An example of an abelian group is the integers with the usual addition operation An example of a group which is not abelian is the rotations of a cube (try it out) When dealing with an abelian group is it conventional to denote the group operation as addition (+), rather than multiplication (*) and to denote the unit element as 0 rather than 1
A group in which the operation is commutative
a group that satisfies the commutative law
abelian groups
plural form of abelian group
An abelian group
module
abelian group
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