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Universal Quantification

Universal Quantification

Mar 31, 20261 min read

  • definition

A logical quantifier expressed as: ∀x∈X, P(x) Meaning “for all x in X, P(x) is true.” Analogous to a logical conjunction (⋀) over all elements.

See Also

  • existential quantification
  • for all
  • there exists
  • universal set

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Backlinks

  • Existential Quantification
  • For All
  • Open Sentence
  • There Exists
  • Universal Set
  • 2.7 Quantifiers

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