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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.

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  • Axiom úplného výběru (také axiom globálního výběru) je matematické tvrzení z oblasti teorie množin. Je zobecněním (obyčejného) axiomu výběru. (cs)
  • 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. (en)
  • En mathématiques, plus précisément dans les théories utilisant des classes, l'axiome du choix global est un renforcement de l'axiome du choix qui s'applique à des classes propres d'ensembles ou d'ensembles d'ensembles. De manière informelle, il affirme que l'on peut choisir simultanément un élément dans tous les ensembles non-vides. (fr)
  • 在类理论中,全局选择公理是选择公理應用於真類(非集合)上的較强版本。 (zh)
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  • Axiom úplného výběru (také axiom globálního výběru) je matematické tvrzení z oblasti teorie množin. Je zobecněním (obyčejného) axiomu výběru. (cs)
  • 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. (en)
  • En mathématiques, plus précisément dans les théories utilisant des classes, l'axiome du choix global est un renforcement de l'axiome du choix qui s'applique à des classes propres d'ensembles ou d'ensembles d'ensembles. De manière informelle, il affirme que l'on peut choisir simultanément un élément dans tous les ensembles non-vides. (fr)
  • 在类理论中,全局选择公理是选择公理應用於真類(非集合)上的較强版本。 (zh)
rdfs:label
  • Axiom úplného výběru (cs)
  • Axiom of global choice (en)
  • Axiome du choix global (fr)
  • 全局选择公理 (zh)
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