MATH 428 A: Complex Analysis

Structure of analytic functions, including classification of poles and notion of the residue at a pole. Calculation of certain definite integrals and Fourier transforms. Geometric properties of analytic functions as conformal maps, linear fractional transformations and conformal isomorphisms of the unit disk. Prerequisite: a minimum grade of 2.0 in either MATH 336 or MATH 427. Offered: W.