| Lecture Topic | Click to Download PPT | 
| Pancakes with a problem | |
| Deterministic Finite Automata | |
| Solving problems and writing   proofs | |
| Inductive Reasoning | |
| Ancient Wisdom: Unary and Binary | |
| Counting I: Correspondences and   Choice Trees | |
| Counting II: Recurring Problems   and Correspondences | |
| Counting III | |
| The Mathematics of 1950's Dating | |
| Probability Theory: Counting in   Terms of Proportions | |
| Probability Theory: Great   Expectations | |
| Random Walks | |
| Ancient Wisdom: On Raising A   Number to a Power | |
| Euclid's Algorithm and Continued   Fractions | |
| Fibonacci Numbers, Polynomial   Coefficients, Vector Programs | |
| Randomness and Computation | |
| Modular Arithmetic and the RSA   Cryptosystem | |
| Group Theory | |
| Graphs | |
| Graphs II | |
| The Big Oh | |
| Grade School Revisited: How to   Multiply Two Numbers | |
| Cantor's Legacy: Infinity and   Diagonalization | |
| Turing's Legacy: The Limits of   Computation | |
| Godel's Legacy: What is a Proof? | |
| Complexity Theory: Reductions   Between Computational Problems | |
| Complexity Theory: The P vs. NP   Question | 
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Discrete Mathematics for Computer Science
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