predicate calculus Synonyms
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predicate calculus Meaning
predicate calculus (n)
a system of symbolic logic that represents individuals and predicates and quantification over individuals (as well as the relations between propositions)
predicate calculus Sentence Examples
- Predicate calculus is a formal system for representing logical statements as formulas with predicates, quantifiers, and variables.
- Predicate calculus allows for the expression of complex propositions involving properties of objects and relations between them.
- The predicate symbol in predicate calculus represents a property or relation, and the object variables represent the entities involved.
- Formulas in predicate calculus are built using logical connectives (e.g., ∧, ∨, →) and quantifiers (e.g., ∀, ∃).
- Predicate calculus provides a logical framework for expressing and reasoning about knowledge and ontologies.
- In predicate calculus, a predicate is a function that takes one or more objects as arguments and returns a truth value.
- The universal quantifier (∀) in predicate calculus indicates that a property holds for all objects in a given domain.
- The existential quantifier (∃) in predicate calculus indicates that a property holds for at least one object in a given domain.
- Predicate calculus enables the expression of complex logical rules, such as inheritance, disjointness, and transitivity.
- Predicate calculus is widely used in artificial intelligence for representing knowledge bases and performing automated reasoning.
FAQs About the word predicate calculus
a system of symbolic logic that represents individuals and predicates and quantification over individuals (as well as the relations between propositions)
No synonyms found.
No antonyms found.
Predicate calculus is a formal system for representing logical statements as formulas with predicates, quantifiers, and variables.
Predicate calculus allows for the expression of complex propositions involving properties of objects and relations between them.
The predicate symbol in predicate calculus represents a property or relation, and the object variables represent the entities involved.
Formulas in predicate calculus are built using logical connectives (e.g., ∧, ∨, →) and quantifiers (e.g., ∀, ∃).