| Week 3 (Sep 27) | Cynthia Kop (RUN) | Monotone Class Theorem |
| | Hendrik Wietsma (RUG) | An application of the Monotone Class Theorem |
| Week 4 (Oct 4 ) | Geeske Vlaming (UU) | Riemann and Lebesgue integral |
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| Week 5 (Oct 11) | Jasper Valstar (UU) | Completeness of Lp |
| | Robert Kozarski (UvT) | Orthogonal projection in L2 |
| Week 6 (Oct 18) | David Kun (VU) | Tail sigma-algebras |
| | Gergely Farkas (VU) | Kolmogorov's 0-1 law |
| Week 7 (Nov 1) | Mustapha Setta (UvA) | Modes of convergence (I) |
| | Niels Oosterling (UvA) | Modes of convergence (II) |
| Week 8 (Nov 8) | Erida Gjini (UU) | Carathéodory's lemma |
| | Ove Göttsche (UU) | Carathéodory's theorem |
| Week 9 (Nov 15) | Manicka Pijnenburg (UU) | Existence of Lebesgue measure |
| | Yang Zu (UvT) | Sigma-algebra at a stopping time |
| Week 10 (Nov 22) | Chang Li (UvT) | L^2-martingales |
| | Li Jun (VU) | Doob decomposition |
| Week 11 (Nov 29) | Lisette Bruin | Cesaro's and Kronecker's lemma |
| | Matthijs Joosten | Strong law for L^2-martingales |
| Week 12 (Dec 6) | Robin Zeeman (UU) | Optional Sampling for UI martingales |
| | Thijs van Ommen (UL) | Kakutani's alternative |
| Week 13 (Dec 13) | | |
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