Sorry if this question sounds naive to someone.
What is (are) the difference(s) between an elementary abelian group and a cyclic group of a prime order?
Thanks
[Math] Elementary abelian vs. cyclic groups
finite-groupsgroup-theory
finite-groupsgroup-theory
Sorry if this question sounds naive to someone.
What is (are) the difference(s) between an elementary abelian group and a cyclic group of a prime order?
Thanks
Best Answer
$\mathbb Z_3\times\mathbb Z_3$ is elementary abelian but not cyclic.