This goes through the many steps, with a group of order 12, that students in MATH337 are required to do with their project group of order 16. It is therefore a useful guide for completing this project.

Appendix D: Group Presentations for Groups of Order 16

NOTES ON GROUPOIDS AND FREE GROUPS

These are based on notes prepared by Professor Ross Street as an alternative to chapter 9.

http://www.ics.mq.edu.au/~chris/math337/chap13.pdf

http://www.ics.mq.edu.au/~chris/math337/chap14.pdf

Chapter 2: Permutations

Chapter 3: Examples of Groups

Chapter 5: The Todd-Coxeter Algorithm (updated 15th April 2005)

Chapter 6: A Second Round of Theory

Chapter 7: Representations of Finite Groups

Chapter 8: Groups Acting on Sets

Chapter 9: Free Groups

Chapter 10: Soluble Groups

Chapter 11: Finitely Generated Abelian Groups (updated 20th May 2005)

Appendix D: Group Presentations for Groups of Order 16

NOTES ON GROUPOIDS AND FREE GROUPS

Chapter 5: The Todd-Coxeter Algorithm (updated 15^th April 2005)

Chapter 11: Finitely Generated Abelian Groups (updated 20^th May 2005)