Complex Analysis (MATH*3260)
Code and section: MATH*3260*01
Term: Winter
Details
This course extends calculus to cover functions of a complex variable; it introduces complex variable techniques which are very useful for mathematics, the physical sciences and engineering. Topics include complex differentiation, planar mappings, analytic and harmonic functions, contour integration, Taylor and Laurent series, the residue calculus and its application to the computation of trigonometric and improper integrals, conformal mapping and the Dirichlet problem.
Syllabus
| Attachment | Size |
|---|---|
 Course Outline (Winter 2017) | 45.29 KB |
| Course Outline (Winter 2016) | 94.73 KB |
| Course Outline (Winter 2018) | 43.88 KB |
| Course Outline (Winter 2019) | 50.45 KB |
| Course Outline (Winter 2020) | 394.52 KB |
| Course Outline (Winter 2021) | 53.54 KB |
| Course Outline (Winter 2022) | 61.86 KB |
| Course Outline (Winter 2023) | 177.19 KB |
| Course Outline (Winter 2024) | 150.52 KB |