Module MA3424: Topics in complex analysis II
 Credit weighting (ECTS)
 5 credits
 Semester/term taught
 Hilary term 201314
 Contact Hours
 11 weeks, 3 lectures including tutorials per week
 Lecturer
 Prof. Dmitri Zaitsev
 Learning Outcomes

On successful completion of this module, students will be able to:

give the appropriate definitions, theorems and proofs for the argument principle, open mapping and inverse function theorem

apply Montel's and Riemann Mapping Theorem to solve basic problems

formulate mathematical arguments in appropriately precise terms for the subject matter;

give examples of automorphisms of the Riemann sphere, the complex plane and the disk.

 Module Content
 Module Prerequisite
 MA2325
 Assessment Detail
 This module will be examined in a 2hour examination in Trinity term.