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|MATH 301 - Introduction to Complex Analysis|
This course in an introduction to complex analysis. Topics include complex numbers and topology of the complex plane, theory of analytic functions, precise definition of limit and continuity, harmonic functions, contour integration, Cauchy's integral theorem and integral formula, bounds for analytic functions and applications. Taylor and Laurent expansions of analytic functions, zeros and singularities of analytic functions, and residue theory.
Schedule Types: Lecture, Final Exam