MATH401 - Complex Analysis

Description

Principal results of complex analysis from a rigourous viewpoint. Topics chosen from: conformal mappings, the Riemann mapping theorem, the maximum principle, infinite products, Picard's theorem, normal families, Hp-spaces, approximation by rational functions, the Riemann zeta function, analytic continuation and Riemann surfaces.

Units

1.5

Hours: lecture-lab-tutorial

3-0-0

Prerequisites

  • Complete 1 of:

Course offered by

Department of Mathematics and Statistics

Course schedules

Summer timetable available: February 15. Fall and Spring timetables available: May 15.

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