Assertion: abelian group | /r/MadeOf | binary operation
Facets:
value: in algebra
type: LOCATION
value: in abstract algebra
type: OTHER
Source sentences:
text: Another option would be to rearrange the lede: In abstract algebra, an Abelian group consists of a set and a binary operation that is associative and commutative, has an identity element, and under which each element has an inverse.
text: In Algebra an Abelian group consists of a set of objects and a binary operation which satisfies a*b=b*a (commutativity) as well as the other group axioms (has an identity element