Complex Analysis

3 credits · Undergraduate

(3 hrs Lecture) This course studies construction of the complex numbers from the reals, Cauchy's theorems, Laurent Series, evaluating line integrals by means of residues, Cauchy-Riemann equations, conformal mapping, harmonic functions, Riemann sphere, Riemann surfaces, analytic continuation and monodromy theorem. Restrictions: Honours Form Required. Students may not hold credit for this course and MATH-3102. Requisite Courses: MATH-2106 or permission of the instructor [prerequisite(s)].