Let $G$ be a D22: Group such that
(i) | $p$ is a D571: Prime integer |
(ii) | \begin{equation} |G| = p \end{equation} |
Then $G$ is a D1303: Cyclic group.
(i) | $p$ is a D571: Prime integer |
(ii) | \begin{equation} |G| = p \end{equation} |