MATH 103. Complex Analysis

A brief study of the geometry of complex numbers is followed by a detailed treatment of the Cauchy theory of analytic functions of a complex variable: integration and Cauchy's theorem, power series, residue calculus, conformal mapping, and harmonic functions. Various applications are given, and other topics-such as elliptic functions, analytic continuation, and the theory of Weierstrass-may be discussed.
Prerequisite: A grade of B or better in MATH 063  or permission of the instructor.
Natural sciences and engineering.
1 credit.
Fall 2021. Whitehead.
Catalog chapter: Mathematics and Statistics  
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