MAT354H5 • Complex Analysis

Complex numbers, the complex plane and Riemann sphere, Möbius transformations, elementary functions and their mapping properties, conformal mapping, holomorphic functions, Cauchy's theorem and integral formula. Taylor and Laurent series, maximum modulus principle, Schwarz' lemma, residue theorem and residue calculus.

Priority is given to students enrolled in the Mathematics or Statistics Specialist or Major programs.
In Class
Mathematical Sciences