Registration for this term is over. Changes or corrections to registration now by petition only. Students should contact their academic advisor.
The second week of classes has begun. Approval of the instructor is now required for registration.
Prerequisites/Notes:
MATH 310
Catalog Description :
An introduction to functions of a complex variable, the Cauchy-Riemann equations, conformal mappings, Cauchy’s theorem, Cauchy’s integral formula, Taylor and Laurent series, and a sampling, as time and interest permit, of the corollaries to Cauchy’s theorem.
PREREQUISITES: MATH 230 and 250
Attributes: GER Quantitative Analysis, 400-599 Advanced Course
Term |
Winter Term 2018 |
Instructors |
Alan Parks |
Course |
MATH 535 |
Grade Mode |
Standard |
Title |
COMPLEX ANALYSIS (Q) |
Final Exam |
Tuesday, Mar 13, 2018 11:30 a.m. - 02:00 p.m. |
CRN |
1105 |
Status |
Active |
Class Time |
09:50 AM-11:00 AM MWF BRIG 416 |
Start-End Date |
Jan 03, 2018-Mar 14, 2018 |
Campus |
Appleton Main Campus |
Units |
6 |
| Course materials |
View Book Information |
| |
Maximum |
Number registered |
Enrollment: |
Unlimited |
6 |
|
