| Instructor |
Camil Muscalu |
| Office |
Malott Hall 519 |
| Lectures |
Tuesday and Thursday 11:40-12:55 in Malott 203 |
| Office Hours |
Tuesday and Wednesday 2-3, or by appointment.
|
| TA |
Ho Hon Leung, 105 Malott Hall, office hours Wednesday 10-12 in Malott 418.
On Ho Hon's web page one can find solutions to the more difficult
homework problems.
|
| Textbook |
Complex variables, by
Levinston and Redheffer, Holden-Day Inc., 1970.
|
| Grading |
The final grade is calculated as follows:
Homework: 70 percent
Final project: 30 percent
|
| Exams |
Final projects:
(1) Conformal mappings onto polygons: the proof of Schwartz-Christoffel formula (Stein - Shakarchi, pages 231-247) - Adam, Alex and Murat.
(2) Entire functions: Weierstrass and Hadamard theorems (Stein - Shakarchi, pages 134-153)
- Bum Joon, Ross and Brian.
(3) The Gamma and Zeta functions (Stein - Shakarchi, pages 159-174) - Kathryn and Steven.
(4) The Zeta function and the Prime Number theorem (Stein - Shakarchi, pages 181-197) - Nakul, Divya and Eric.
|
| Homework |
Homeworks will be assigned each Thursday afternoon and they are due the next corresponding Thursday.
They should be handed to me in class. Ho Hon will grade them and you can take them back either
at the end of the Thursday class, or during my office hours.
Here you can find the
homework for the class
|
| Syllabus |
Here is some
general information about the topics which we plan to cover this semester.
|