MATH-520 (Spring 2022), Complex Analysis

Complex analysis, taught by Prof. Igor Kukavica.

• Course syllabus
• Former course website (ded link, RIP).
• Lecture notes — tbh I lost count of section numbers towards the end, so maybe I \chapter{}‘d at the wrong place.
• Homeworks.

  1 (Cauchy-Riemann)	2 (rational functions)	3 (fractional linear transformations)	4 (complex integration)
  there was no HW5	6 (Cauchy integral formula)	7 (singularities)	8 (Schwarz lemma)
  9 (simply connected regions)	10 (Rouché’s theorem & residue theroem)	11 (Laurent series & infinite products)