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- Axiom_of_global_choice abstract "In mathematics, specifically in class theories, the axiom of global choice is a stronger variant of the axiom of choice that applies to proper classes of sets as well as sets of sets. Informally it states that one can simultaneously choose an element from every non-empty set.".
- Axiom_of_global_choice wikiPageID "5322320".
- Axiom_of_global_choice wikiPageRevisionID "603788240".
- Axiom_of_global_choice hasPhotoCollection Axiom_of_global_choice.
- Axiom_of_global_choice subject Category:Axioms_of_set_theory.
- Axiom_of_global_choice type Abstraction100002137.
- Axiom_of_global_choice type AuditoryCommunication107109019.
- Axiom_of_global_choice type AxiomsOfSetTheory.
- Axiom_of_global_choice type Communication100033020.
- Axiom_of_global_choice type Maxim107152948.
- Axiom_of_global_choice type Saying107151380.
- Axiom_of_global_choice type Speech107109196.
- Axiom_of_global_choice comment "In mathematics, specifically in class theories, the axiom of global choice is a stronger variant of the axiom of choice that applies to proper classes of sets as well as sets of sets. Informally it states that one can simultaneously choose an element from every non-empty set.".
- Axiom_of_global_choice label "Axiom of global choice".
- Axiom_of_global_choice label "全局选择公理".
- Axiom_of_global_choice sameAs Axiom_úplného_výběru.
- Axiom_of_global_choice sameAs m.0dfhyr.
- Axiom_of_global_choice sameAs Q3511558.
- Axiom_of_global_choice sameAs Q3511558.
- Axiom_of_global_choice sameAs Axiom_of_global_choice.
- Axiom_of_global_choice wasDerivedFrom Axiom_of_global_choice?oldid=603788240.
- Axiom_of_global_choice isPrimaryTopicOf Axiom_of_global_choice.