CSE 311 Lecture 08: Inference Rules and Proofs for Predicate ...
[Pages:70]CSE 311 Lecture 08: Inference Rules and Proofs for Predicate Logic
Emina Torlak and Kevin Zatloukal
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Topics
Propositional logic proofs A brief review of Lecture 07.
A quick look at predicate logic proofs Inference rules for quantifiers and a "hello" world example.
An in-depth look at predicate logic proofs Understanding rules for quantifiers through more advanced examples.
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Propositional logic proofs
A brief review of Lecture 07.
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Inference rules for propositional logic
Two rules per binary connective: to eliminate and introduce it.
Intro
A; B AB
Elim
AB A, B
Intro
A A B, B A
Elim
A B; ?A B
AB Direct Proof Rule A B
A; A B
Modus Ponens
B
Direct Proof Rule is special: not like the other rules.
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Proving implications with the direct proof rule
AB Direct Proof Rule A B The premise A B means "Given A, we can prove B."
So the direct proof rule says that if we have such a proof, then we can
conclude that A B is true.
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Proving implications with the direct proof rule
AB Direct Proof Rule A B
The premise A B means "Given A, we can prove B."
So the direct proof rule says that if we have such a proof, then we can
conclude that A B is true.
Example: prove (p q) (p q).
1.1. p q 1.2. p 1.3. p q
Assumption
2. (p q) (p q) Direct Proof Rule
Indent the proof subroutine. Write the assumption and the goal.
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Proving implications with the direct proof rule
AB Direct Proof Rule A B
The premise A B means "Given A, we can prove B."
So the direct proof rule says that if we have such a proof, then we can
conclude that A B is true.
Example: prove (p q) (p q).
1.1. p q 1.2. p 1.3. p q
Assumption
Elim : 1.1 Intro : 1.2
2. (p q) (p q) Direct Proof Rule
Indent the proof subroutine. Write the assumption and the goal. Fill in the steps.
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