| Lec # | Topics | Key Dates |
|---|---|---|
| 1-3 | Combinatorial Analysis | |
| 4-6 | Axioms of Probability, Conditional Probability and Independence | Problem set 1 due in lecture 5 |
| 7-9 | Conditional Probability and Independence (cont.), Random Variables | Problem set 2 due in lecture 7 |
| 10-12 | Random Variables (cont.) | Problem set 3 due in lecture 10 Review for 1st exam (2 days after lecture 11) 1st exam (4 days after lecture 11) |
| 13-15 | Continuous Random Variables | Problem set 4 due in lecture 13 |
| 16-18 | Continuous Random Variables (cont.) | Problem set 5 due in lecture 16 |
| 19-21 | Jointly Distributed Random Variables | Problem set 6 due in lecture 19 Review for 2nd exam (2 days after lecture 20) 2nd exam (4 days after lecture 20) |
| 22-24 | Properties of Expectation | Problem set 7 due in lecture 22 |
| 25-28 | Limit Theorems | Problem set 8 due in lecture 25 |
| 29-32 | Additional Topics in Probability, Simulation | Problem set 9 due in lecture 29 Review for 3rd exam (3 days after lecture 30) 3rd exam (5 days after lecture 30) |
| 33 | The Exchange Paradox | Problem set 10 due |