Complex Analysis II, Spring 2020
Instructor
Classroom and Time
Office Hour
Webpage
Text
Reference
Prerequisite
Preview
Exams
Grading scale
A |
85 |
B |
75 |
C |
60 |
D |
50 |
1. (Due 01/28) Page 166 1,2; Page 171 1,2,6.
2. (Due 02/04) Page 173-174 2,3,4; Page 178 1,2.
3. (Due 02/11) Page 179 4; Page 184 1,2; Page 186 1,3.
4. (Due 02/18) Page 190 1,2,3; Page 193 1,2.
5. (Due 02/25) Page 193 3; Page 197 1,2,3,4.
6. (Due 03/24) Page 198 5; 200 1; Page 212 1,2; Page
211, Prove that the second term on the right side of equation (53)
vanishes as $\rho$ tends to 0.
7. (spring break)
8. (spring break)
9. (Due 04/07) Page 227 1-4; Prove the space of $L^2$ integrable holomorphic functions on the unit disk is a Hilbert space.
10.(Due 04/14) Page 232 1,2. Extra Assignment
11.(Due 04/21) Page 238 1,2,3,4,5.