A rigorous reading course in complex analysis. Cauchy's theorem, Taylor series and Laurent series. The residue theorem and calculus of residues. Analytic continuation and Riemann surfaces. There is a weekly tutorial session.
Assessment is by written examination.
A rigorous reading course in complex analysis. Differentiation and integration. Cauchy's theorem, Taylor and Laurent series. Conformal mappings and harmonic functions. The residue theorem and the calculus of residues.