* Preface
* Contents
* Chapter 1: Graphs and Subgraphs
* Chapter 2: Trees
* Chapter 3: Connectivity
* Chapter 4: Euler Tours and Hamilton Cycles
* Chapter 5: Matchings
* Chapter 6: Edge Colourings
* Chapter 7: Independent Sets and Cliques
* Chapter 8: Vertex Colourings
* Chapter 9: Planar Graphs
* Chapter 10: Directed Graphs
* Chapter 11: Networks
* Chapter 12: The Cycle Space and Bond Space
* Appendix 1: Hints to Starred Exercises
* Appendix II: Four Graphs and a Table of their Properties
* Appendix III: Some Interesting Graphs
* Appendix IV: Unsolved Problems
* Appendix V: Suggestions for Further Reading
* Glossary of Symbols
* Index