Algebraic Geometry III
Lecture on Algebraic Geometry III (H. Esnault/M. Kerz)
Topics: curves, coherent sheaves, invertible sheaves, divisors, sheaf cohomology, Riemann-Roch theorem, zeta function of curves over finite fields, Riemann hypothesis for curves.
Lecture: Monday 10-12 (T 03 R 04 D 10), Wednesday 10-12 (T 03 R 03 D 75)
Exercise session: Monday 18-20 (T 03 R 04 D 10)
Problem sets:
| No. | due | |
|---|---|---|
| 1 | link | 11.4. |
| 2 | link | 18.4. |
| 3 | link | 26.4. |
| 4 | link | 9.5. |
| 5 | link | 16.5. |
| 6 | link | 23.5. |
| 7 | link | 30.5. |
| 8 | link | 6.6. |
| 9 | link | 13.6. |
| 10 | link | 20.6. |
| 11 | link | 27.6. |
| 12 | link | 4.7. |
Literature: