| 週次 |
授課內容 |
| 第1週 |
1. Introduce complex numbers, Mobius transformations and curves
|
| 第2週 |
2. Mobius transformations and curves
|
| 第3週 |
3. Mobius transformations and curves
|
| 第4週 |
4. Mobius transformations and curves
|
| 第5週 |
5. Riemann-Stieltjes integral and derivative
|
| 第6週 |
6. Riemann-Stieltjes integral and derivative
|
| 第7週 |
7. Riemann-Stieltjes integral and derivative
|
| 第8週 |
8. Riemann-Stieltjes integral and derivative
|
| 第9週 |
9. Riemann-Stieltjes integral and derivative
|
| 第10週 |
10. Cauchy integral formula, residue theorem and some related results
|
| 第11週 |
11. Cauchy integral formula, residue theorem and some related results
|
| 第12週 |
12. Cauchy integral formula, residue theorem and some related results
|
| 第13週 |
13. Cauchy integral formula, residue theorem and some related results
|
| 第14週 |
14. Maximum modulus theorem and related results |
| 第15週 |
15. Maximum modulus theorem and related results
|
| 第16週 |
16. Maximum modulus theorem and related results
|
| 第17週 |
17. Maximum modulus theorem and related results
|
| 第18週 |
18. 期末考 |