Codex > Groups (Abstract Algebra)
🅟 Mar 18, 2026
🅤 Jun 11, 2026
Definition 1. Let $G$ be a finite group and $a \in G$. The period of $a$ is the order of $\langle \{a\} \rangle$.
Definition 1.
Let $G$ be a finite group and $a \in G$. The period of $a$ is the order of $\langle \{a\} \rangle$.