Codex > Groups (Abstract Algebra)
🅟 Mar 18, 2026
🅤 Mar 18, 2026
DEF-ALT. Alternating Group. The alternating group of degree $n$ ($n\in\N^+$) is the subgroup of $\SS_n$ \[\AA_n = \{\sigma\in\SS_n : \par\sigma=1 \}.\]
DEF-ALT. Alternating Group.
The alternating group of degree $n$ ($n\in\N^+$) is the subgroup of $\SS_n$