In artificial intelligence and logic programming, Skolemization is a process used to eliminate existential quantifiers (∃) from logical formulas. It is a technique often applied in first-order logic and predicate logic.
Existential quantifiers (∃) express the existence of an object that satisfies a certain property. For example, the formula ∃x P(x) asserts that there exists an object x for which the predicate P is true. Skolemization is used to remove such existential quantifiers by introducing Skolem functions or Skolem constants.
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