Course Title:
Basics of Complex Analysis
Course Description:
Introduces the analysis of functions of a complex variable. Starting with the algebra and geometry of complex numbers, basic derivative and contour integral properties are developed for elementary algebraic and transcendental functions, as well as for other analytic functions with isolated singularities. Gives Power and Laurent series representations. Studies classical integral theorems, residue theory, and conformal mapping properties. Presents applications of harmonic functions as time permits. Requires a substantial project that involves an application of ideas covered in the course.
Fall Offering:
Lab/Coreq 1:
Spring Offering:
Lab/Coreq 2:
Summer Offering:
Lab/Coreq Remarks:
Summer 1 Offering:
Prerequisite 1:
Summer 2 Offering:
Prerequisite 2:
Cross-Listed Course 1:
Prerequisite 3:
Cross-Listed Course 2:
Prerequisite 4:
Cross-Listed Course 3:
Prerequisite 5:
Cross-Listed Course 4:
Prerequisite Remarks:
Cross-Listed Course 5:
Repeatable:
N
