Use resolution and proof by contradiction to reprove Example.
Example
We prove the following using resolution:
1.
2.
We use (2.3.4) to replace hypothesis 1 with the two hypotheses
We use the first of De Morgan’s laws (2.3.3) to replace hypothesis 2 with the two hypotheses
The argument becomes
1.
2.
3.
4.
Applying (2.3.1) to expressions 1 and 3, we immediately derive the conclusion
In automated reasoning systems, proof by resolution is combined with proof by contradiction. We write the negated conclusion as clauses and add the clauses to the hypothesis. We then repeatedly apply (2.3.1) until we derive a contradiction.
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