| 1-3 | Combinatorial analysis | |
| 4-7 | Axioms of probability, conditional probability and independence | Problem set 1 due in Ses #5 |
| 8-10 | Conditional probability and independence (cont.), random variables | Problem set 2 due in Ses #8 |
| 11, 12 | Random variables (cont.) | Problem set 3 due in Ses #11 |
| 13 | Review for exam 1 | |
| 14 | Exam 1 | |
| 15-18 | Random variables (cont.) | Problem set 4 due in Ses #17 |
| 19-22 | Continuous random variables | Problem set 5 due in Ses #20 |
| 23, 24 | Jointly distributed random variables | Problem set 6 due in Ses #24 |
| 25 | Review for exam 2 | |
| 26 | Exam 2 | |
| 27 | Jointly distributed random variables (cont.) | |
| 28-30 | Properties of expectation | Problem set 7 due in Ses #28 |
| 31-33 | Limit theorems | Problem set 8 due in Ses #31 |
| 34, 35 | Additional topics in probability, simulation | Problem set 9 due in Ses #34 |
| 36 | Review for exam 3 | |
| 37 | Exam 3 | |
| 38 | Simulation (cont.) | Problem set 10 due two days after Ses #38 |
