| Topic | Date | Details | Speaker | Room |
|---|---|---|---|---|
| Introduction | 8.02. | Overview and a little planning | Elena | |
| Classification of surfaces | 15.02. | Topological classification of surfaces | Elena | WN P624 |
| Holomorphic maps | 22.02. | Holomorphic map, definitions and examples | Wouter | WN S624 |
| Riemann existence theorem | 1.03. | Statement and proof | Thomas | WN S664 |
| Riemann existence theorem 2 | 8.03. | Statement and proof | Thomas | WN S624 |
| EXTRA SESSION | 13.03. | Swift-Hohenberg Equation, 16:00-17:00 | Jason Bramburger | WN S631 |
| Calculus on surfaces 1 | 15.03. | 1-forms | Wouter-Thomas | WN R231 (no blackboard) |
| Master thesis presentation | 22.03. | Thomas Rooijakkers | WN P624 | |
| Calculus on surfaces 2 | 29.03 | de Rahm cohomology | Thomas-JD | WN S624 |
| Applications of Euler characteristics | 5.04 | Jan-David | WN P624 | |
| Elliptic integrals | 12.04. | Elliptic integrals and Weierstrass p-function | Joey | WN P624 |
| Elliptic integrals II | 19.04. | Weierstrass p-function | Joey | WN S640 |
| Main theorem | 26.04. | Main theorem of Riemann surfaces | Elena | WN S640 |
| Proof | 3.05 | Proof of the Main theorem | Wouter | WN P624 |
| Ascenion Day | 10.05 | WN P624 | ||
| Uniformisation theorem | 17.05 | Uniformisation theorem | Berry | WN S640 |
| Ricci flow | 24.05 | Connetions and Ricci flow | Thomas | WN P624 |
| Chapter 11 | 31.05 | Contrasts in Riemann surfaces | Jan-David | WN S624 |
| Chapter 12 | 7.06 | Divisors and Jacobians | Casper | WN S664 |
| Chapter 13 | 14.06 | Moduli and deformations | Joey | WN S664 |
| no MINDS | 21.06 | |||
| Chapter 14 | 28.06 | Mappings and moduli | Jan-David | WN C121 |