| Notes |
Exercises |
|
|
| Lecture
1: Divisors on Graphs |
|
| Lecture
2: The Degree of a Divisor |
Assignment
1 |
| Lecture
3: Effective and Reduced Divisors |
|
| Lecture
4: Dhar's Burning Algorithm |
Assignment
2 |
| Lecture
5: Orientable Divisors |
|
| Lecture
6: Orientable Divisors, continued |
Assignment
3 |
| Lecture
7: Break Divisors |
|
| Lecture 8: The Rank of a Divisor |
Assignment
4 |
| Lecture 9: Riemann-Roch |
|
| Lecture 10: Ramification |
Assignment 5 |
| Lecture 11: Extended Example: The Chain of Loops |
|
| Lecture 12: Gonality and Brill-Noether Theory |
Assignment 6 |
| Lecture 13: Divisor Theory of Metric Graphs |
|
| Lecture 14: Reduced Divisors on Metric Graphs |
Assignment 7 |
| Lecture 15: Riemann-Roch for Metric Graphs |
|
| Lecture 16: Divisor Theory of Weighted Graphs |
|
| Lecture 17: Abel-Jacobi | |
| Lecture 18: Rank Determining Sets | Assignment 8 |