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bn:01391498n
Noun Concept
Categories: Wellfoundedness, Articles needing footnote reformatting, Axioms of set theory, Articles with short description
EN
axiom of regularity  Axiom of Fundierung  axiom of foundation  Axiom of well foundation  foundation axiom
EN
In mathematics, the axiom of regularity is an axiom of Zermelo–Fraenkel set theory that states that every non-empty set A contains an element that is disjoint from A. In first-order logic, the axiom reads: ∀ x. Wikipedia
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EN
In mathematics, the axiom of regularity is an axiom of Zermelo–Fraenkel set theory that states that every non-empty set A contains an element that is disjoint from A. In first-order logic, the axiom reads: ∀ x. Wikipedia
Axiom Wikidata
IS A
axiom
PART OF
Zermelo–Fraenkel set theory
Wikipedia
EN
axiom of regularity
Wikidata
EN
axiom of regularity
Wikipedia Redirections
EN
axiom of foundation, Axiom of Fundierung, Axiom of fundierung, Axiom of Regularity, Axiom of well foundation, foundation axiom, Regularity axiom, Well founded set

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