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Resolution in FOL
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CS 460, Session 16-18 1 Inference in First-Order Logic Proofs Unification Generalized modus ponens Forward and backward chaining Completeness Resolution.
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1 Inference in First-Order Logic Proofs Unification Generalized modus ponens Forward and backward chaining Completeness Resolution Logic programming.
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1 Prolog Programming CM20019-S1 Y2006/07. 2 Prolog = programming in logic Main advantages ease of representing knowledge natural support of non-determinism.
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IES 503 1 Inference in First-Order Logic Proofs Unification Generalized modus ponens Forward and backward chaining Completeness Resolution Logic programming.
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CS 561, Session 16-18 1 Inference in First-Order Logic Proofs Unification Generalized modus ponens Forward and backward chaining Completeness Resolution.
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CS 460, Session 16-18 1 Inference in First-Order Logic Proofs Unification Generalized modus ponens Forward and backward chaining Completeness Resolution.
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Propositional & Predicate Calculus _ I. Propositional Logic vs. Predicate Calculus Propositional Logic ▫The world consists of propositions (sentences)
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Inference in First-Order Logic
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DCP 1170 1 Inference in First-Order Logic Proofs – extend propositional logic inference to deal with quantifiers Unification Generalized modus ponens Forward.
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Inference in First-Order Logic
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