Weeks 1 and 2
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Introduction: Why bother?
S-version |
T-version
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Chapter 0: Circuits and truth tables
S-version |
T-version
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Chapter 1: Algebra
S-version |
T-version
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Chapter 2: Programming logic for assignments and conditionals
S-version |
T-version
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Sample proofs for Chapter 2:
Folder |
Zipped folder
Week 3
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Chapter 3: Functions and Procedures
S-version |
T-version
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Sample proofs for Chapter 3:
Folder |
Zipped folder
- Solution to in-class exercise:
program and proof |
checked proof
Week 4
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Chapter 4: Loops, invariants, induction
S-version |
T-version
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Sample proofs for Chapter 4:
Folder |
Zipped folder
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- Solution to in-class exercise:
program
- Solution to another in-class exercise:
answer sheet
- Solution to the third in-class exercise:
answer sheet
Week 5
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Chapter 8: Grammars and trees
S-version |
T-version
Weeks 6-8
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Chapter 5: Applications of propositional logic to program proving
S-version |
T-version
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*** The Natural-deduction proof checker (jar file)
| Folder of sample proofs
| zipped folder of proofs
| Folder with all related materials
- Solution to the first in-class exercise:
answer sheet
- Solution to the second in-class exercise:
answer sheet
- Solution to the third in-class exercise (negations):
answer sheet
Weeks 9-11
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Chapter 6: Applications of the predicate-logic quantifiers
S-version |
T-version
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| Folder of sample proofs
| zipped folder of proofs
Weeks 12-13
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Chapter 7: Introduction to Prolog
S-version |
T-version
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Example Prolog programs
|
zipped folder
Week 14
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Introduction to computability and complexity
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