Lemma: Equivalence of Set Inclusion and Element Inclusion of Ordinalsdeleteeditadd to favorites[id:730]vote: last edited 0 min ago by bookofproofs Let \(\alpha\) and \(\beta\) be ordinals. Then Contribute to BoP: add a new Proof add add a new Axiom add add a new Definition add add a new Motivation add add a new Example add add a new Application add add a new Explanation add add a new Interpretation add add a new Corollary add add a new Algorithm add add a new Open Problem add add a new Bibliography (Branch) add add a new Comment (Branch) add |
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