Contents

pp v-vi

Preface

pp vii-xii

Part I - Getting Started

pp 1-2

1 - Introducing Quantum Groups

pp 3-31

2 - Representation Theory

pp 32-58

Part II - Partitions Enter The Picture

pp 59-60

3 - Partition Quantum Groups

pp 61-90

4 - The Representation Theory of Partition Quantum Groups

pp 91-114

5 - Measurable and Topological Aspects

pp 115-146

Part III - Further Examples and Applications

pp 147-148

6 - A Unitary Excursion

pp 149-182

7 - Further Examples

pp 183-220

8 - Back to the Game

pp 221-263

Appendix A - Two Theorems on Complex Matrix Algebras

pp 264-266

Appendix B - Classical Compact Matrix Groups

pp 267-270

Appendix C - General Compact Quantum Groups

pp 271-281

References

pp 282-285

Index

pp 286-288