Unit Code: MTH710

Unit Name: Complex Analysis

Description: This course introduces the calculus of complex variable.It turnouts that complex differentiability is a very strong condition and differentiable function behave very well.Integration is along the complex plane.The central result of this spectacularly beautiful part of mathematics is Cauchy's Theorem guaranteeing that certain integrals along closed paths are zero.This striking result leads to useful techniques for evaluating real integrals based on the 'Calculus of Residues'.

Learning Target Outcomes:

Prerequisite: MTH611

Prerequisite Sentence: N/A

Credit Point: 15

Offered In: Semester 1