Topics include properties of complex numbers, analytic functions, Cauchy's theorem and integral formulas, Taylor and Laurent series, singularities, contour integration and residues, and conformal mapping.
Course prerequisites: 
Mathematical maturity, as demonstrated by 625.401 Real Analysis, 625.404 Ordinary Differential Equations, or other relevant courses with permission of the instructor.
Course instructor: 

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Course all programs: 
Applied and Computational Mathematics