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Module code: MT530
Credits: 10
Semester: 2
International: No
Overview Overview

Module Objective: To give a rigorous course in the representation theory of finite groups.

Selected topics could include some of the following: Modules and representations of groups; Schur's Lemma; Maschke's Theorem and Wedderburn's Theorem; The character table; orthogonality relations, tensor products, induction and restriction of characters; character tables of small groups, symmetric groups; Clifford theory and characters of alternating groups; rational representations and character formula for the general linear group; Burnside's Theorem; Frobenius groups; Frobenius-Schur indicator and involutions.

This module may be taught as a reading course.

Open Learning Outcomes
Open Teaching & Learning methods
Open Assessment
Open Repeat options
Open Pre-Requisites
Open Timetable
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