MATHS 341 - Complex Analysis

Course Overview

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Faculty

Science

Department

Mathematics

Points:

15

Available Semesters:

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Course Components

Labs

Tutorials

Lectures

Exam

TBLs

Workshops

Description: Explores functions of one complex variable, including Cauchy’s integral formula, the index formula, Laurent series and the residue theorem. Many applications are given including a three-line proof of the fundamental theorem of algebra. Complex analysis is used extensively in engineering, physics and mathematics. Strongly recommended: MATHS 333

Prerequisites / Restrictions

Prerequisite: MATHS 332 and Departmental approval Restriction: MATHS 740

Average Rating From 1 Reviews

H

Teaching Quality

10 / 10

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Content Quality

10 / 10

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Workload

9 / 10

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Difficulty

9 / 10

100% - Would Recommend

0% - Would Not Recommend

Reviews

As with the other crossover courses it is very difficult. Should not be attempted without having done well in 332. Very fun course, beautiful mathematics. Proofs are often very complex and can require several rereadings to follow.

Semester One - 2023