Prove each of the following assertions: a. Every pair of propositional clauses either has no resolvents, or
Question:
Prove each of the following assertions:
a. Every pair of propositional clauses either has no resolvents, or all their resolvents are logically equivalent.
b. There is no clause that, when resolved with itself, yields (after factoring) the clause (¬P ∨ ¬Q).
c. If a propositional clause C can be resolved with a copy of itself, it must be logically equivalent to True.
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a If the clauses have no complementary literals they have no resolvents If the...View the full answer
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Related Book For
Artificial Intelligence A Modern Approach
ISBN: 9780134610993
4th Edition
Authors: Stuart Russell, Peter Norvig
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