Definitions from Wiktionary (existential quantifier)
▸ noun: (logic) The operator, represented by the symbol ∃, used in predicate calculus to indicate that a predicate is true for at least one member of a specified set. Verbal equivalents include "there exists" and "there is".
▸ Also see existential_quantifier
▸ Words similar to existential quantifiers
▸ Usage examples for existential quantifiers
▸ Idioms related to existential quantifiers
▸ Wikipedia articles (New!)
▸ Words that often appear near existential quantifiers
▸ Rhymes of existential quantifiers
▸ Invented words related to existential quantifiers
▸ noun: (logic) The operator, represented by the symbol ∃, used in predicate calculus to indicate that a predicate is true for at least one member of a specified set. Verbal equivalents include "there exists" and "there is".
▸ Also see existential_quantifier
▸ Words similar to existential quantifiers
▸ Usage examples for existential quantifiers
▸ Idioms related to existential quantifiers
▸ Wikipedia articles (New!)
▸ Words that often appear near existential quantifiers
▸ Rhymes of existential quantifiers
▸ Invented words related to existential quantifiers