Programme And Module Handbook
Course Details in

If you find any data displayed on this website that should be amended, please contact the Curriculum Management Team.

Module Title Complex Variable Theory
Department Mathematics
Module Code 06 06205
Module Lead Alexander Sobolev
Level Honours Level
Credits 10
Semester Semester 1
Restrictions None
Contact Hours Lecture-23 hours
Seminar-0 hours
Tutorial-5 hours
Project supervision-0 hours
Demonstration-0 hours
Practical Classes and workshops-0 hours
Supervised time in studio/workshop-0 hours
Fieldwork-0 hours
External Visits-0 hours
Work based learning-0 hours
Guided independent study-0 hours
Placement-0 hours
Year Abroad-0 hours
Description This module is primarily intended for Theoretical Physics and Theoretical Physics and Applied Mathematics students. The material covered will include: analytic functions Cauchy Riemann equations. Taylor's theorem; simple convergence tests; non-analyticity; simple and multiple poles; Laurent series; convergence and simple analytical continuation; residues and their calculation; branch points, cuts and more on analytic continuation; Cauchy's theorem and Cauchy's integral formulae; residue theorem and lots of applications including integrands with cuts.
Learning Outcomes information awaited
Assessment 06205-01 : Raw Module Mark : Coursework (0%)
06205-02 : Final Module Mark : Coursework (100%)
Assessment Methods & Exceptions information awaited
Reading List