Assertion: abelian group | /r/HasProperty | module
Facets:
value: over the integers
type: OTHER
Source sentences:
text: It is a generalization, since any abelian group is a module over the integers.
text: The theory of modules is closely connected with Abelian groups regarded as modules over the ring of integers.
text: Every abelian group may be considered as a module over the integers by considering the scalar multiplication of a group member by an integer defined as follows: