Representations and Characters of Groups
by Gordon James , Martin LiebeckRent Textbook
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Summary
Table of Contents
| Groups and homomorphisms | |
| Vector spaces and linear transformations | |
| Group representations | |
| FG-modules | |
| FG-submodules | |
| Group algebras | |
| FG-homomorphisms | |
| Mashcke-s theorem | |
| Schur-s lemma | |
| Irreducible modules and the group algebra | |
| More on the group algebra | |
| Conjugacy classes | |
| Characters | |
| Inner products of characters | |
| The number of irreducible characters | |
| Character tables and orthogonality relations | |
| Normal subgroups and lifted characters | |
| Some elementary character tables | |
| Tensor products | |
| Restriction to a subgroup | |
| Induced modules and characters | |
| Algebraic integers | |
| Real representations | |
| Summary of properties of character tables | |
| Characters of groups of order pq | |
| Characters of some p-groups | |
| Character table of the simple group of order 168 | |
| Character table of GL(2,q) | |
| Permutations and characters | |
| Applications to group theory | |
| Burnside-s theorem | |
| An application of representation theory to molecular vibration | |
| Table of Contents provided by Publisher. All Rights Reserved. |
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