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Welcome to MAT 640:503 - Graduate Complex Analysis MAT 503 is an introduction (at the graduate level) to Complex Analysis, one of the most beautiful subjects in all of mathematics. Topics include: differentiability of complex functions, complex integration and Cauchy's theorem, series expansions, calculus of residues, conformal mapping, and time permitting, the Prime Number Theorem. There are weekly homework assignments, some quizzes, two in-class midterms, and a take-home final exam. For more information, see the course info page. Important dates:
To consider an exceptional circumstance requires a letter from a Dean. 
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