+The **Well-Ordering Theorem** posits that every set can be given a [well-order](/wiki/well_order), meaning every non-empty subset possesses a least element. This fundamental principle, equivalent to the [Axiom of Choice](/wiki/axiom_of_choice), asserts the potential for such an arrangement across all sets.
+## See also
+- [Set Theory](/wiki/set_theory)
+- [Order Theory](/wiki/order_theory)
+- [Zorn's Lemma](/wiki/zorns_lemma)
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