Definition:Integral Basis

Definition

Let $\struct {G, +}$ be an abelian group.

Let $\struct {G, +, \circ}$ be the $\Z$-module associated with $G$.

An integral basis for $G$ is a basis of $G$ over $\Z$.

Sources

There are no source works cited for this page. Source citations are highly desirable, and mandatory for all definition pages. Definition pages whose content is wholly or partly unsourced are in danger of having such content deleted. To discuss this page in more detail, feel free to use the talk page.