Codex > Ordinals (Set Theory)
🅟 Mar 05, 2026
🅤 Mar 06, 2026
IND#DEF. Inductive Set. $X$ is inductive if \[\varnothing\in X \enspace\land\enspace \forall x\in X:x\cup\{x\}\in X.\]
IND#DEF. Inductive Set.
$X$ is inductive if