Teichmüller–Tukey lemma

lemma that states that every nonempty collection of finite character has a maximal element with respect to inclusion

Wikidata entity: Q277987



P31 instance of ... Q4478785 (equivalent of the axiom of choice) equivalent of the axiom of choice
P31 instance of ... Q65943 (theorem) theorem
P6104 maintained by WikiProject ... Q8487137 (WikiProject Mathematics) WikiProject Mathematics
P138 named after ... Q382207 (John Tukey) John Tukey
P138 named after ... Q68507 (Oswald Teichmüller) Oswald Teichmüller
P460 said to be the same as ... Q179692 (axiom of choice) axiom of choice
P2579 studied by ... Q24175351 (order theory) order theory
P2579 studied by ... Q12482 (set theory) set theory

External Ids
P646Freebase ID/m/05p8s2c
P6366Microsoft Academic ID (discontinued)41350624
P6781ProofWiki IDTukey's_Lemma
P9621Treccani's Enciclopedia della Matematica IDlemma-di-tukey

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