Complex Analysis

3 Credits · Level: Graduate, Undergraduate

This is a PhD-level course that rigorously covers core topics in classical complex analysis. These topics include: analytic functions; harmonic functions; the Schwarz lemma; contour integration; conformal mapping; the Riemann mapping theorem; the Mittag-Leffler theorem; analytic continuation. This class provides preparation for the complex analysis portion of the Comprehensive Exam. Instructor approval required.