|
Dec 21, 2024
|
|
|
|
MATH 135 SC - Complex Analysis The beautiful and elegant theorems which are encountered in complex analysis form a cornerstone of mathematics. In this course we will apply familiar concepts such as line integrals and differentiability to complex-valued functions. We will investigate the Cauchy- Riemann equations, and study holomorphic and meromorphic functions via Taylor and Laurent series. Cauchy’s theorem and integral formula along with the calculus of residues will be featured. We will also introduce conformal mappings and harmonic functions.
Prerequisite(s): MATH 060 . MATH 101 or MATH 131 are recommended. Instructor: W. Ou, C. Towse Course Credit: 1.0
Please refer to the course schedule on the Scripps Portal for current course offerings and details.
Add to Portfolio (opens a new window)
|
|