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Definition (Abelian Group)
Let $G$ be a group. If $ab=ba$ for every $a,b\in G$ (so the group operation is commutative), then we say that $G$ is Abelian.
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Please Login to access more options. Definition (Abelian Group)Let $G$ be a group. If $ab=ba$ for every $a,b\in G$ (so the group operation is commutative), then we say that $G$ is Abelian. The following pages link to this page. |
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