| | Prof | Chapters | Topics | Material |
| 25/09 | (AD) | Chapt. 1 and 2. | Conditional distribution, their construction and related operations. Introduction to Markov chains, first definitions | |
| 02/10 | (AD) | Chapt. 2 and 3 | Invariant measures / reversibility, Canonical space. | |
| 09/10 | (AD) | Chap 3 | Canonical space (continued). Kolmogorov extension theorem. Strong Markov property. | |
| 16/10 | (AD) | Chapt. 3 | Stopping times, return and hitting times, consequences of Markov property. | |
| 23/10 | (AD) | Chap 5 | Dynamical systems, Birkhoff theorem, Law of Large Number for Markov chains | |
| 06/11 | (RD) | No course | Opening date for Projects | |
| 13/11 | (RD) | No course | Closing date for Projects | |
| 20/11 | (RD) | Chapt. 18 | Uniform and Geometric ergodicity | |
| 27/11 | (RD) | Chapt. 21 | Central limit theorems |
| 11/12 | (RD) | Chap 22 | Spectral theory |