Book contents
- Frontmatter
- Contents
- Preface
- Acknowledgements
- Part 1 Biography
- Part II Graph Basics
- Part III Properties of the Shrikhande Graph
- Part IV The Shrikhande Graph in Context
- 6 Latin Squares
- 7 The Shrikhande Graph on the Torus
- 8 Root Systems
- 9 Graphs with Least Eigenvalue –2
- 10 Miscellanea
- 11 Further Reading
- References
- Index
11 - Further Reading
from Part IV - The Shrikhande Graph in Context
Published online by Cambridge University Press: 05 June 2026
Book contents
- Frontmatter
- Contents
- Preface
- Acknowledgements
- Part 1 Biography
- Part II Graph Basics
- Part III Properties of the Shrikhande Graph
- Part IV The Shrikhande Graph in Context
- 6 Latin Squares
- 7 The Shrikhande Graph on the Torus
- 8 Root Systems
- 9 Graphs with Least Eigenvalue –2
- 10 Miscellanea
- 11 Further Reading
- References
- Index
Summary
Through the window of the Shrikhande graph, we have introduced you to many important topics in discrete mathematics. We hope that you have been inspired to learn more about some of the topics, so we provide a list of books that go further than we have done. For a textbook on discrete mathematics, somewhat similar in spirit to this book, we recommend van Lint and Wilson [71].
For general graph theory, we suggest the books by Bollobás [18] and Diestel [42].
A series of books edited by Lowell Beineke and Robin Wilson [10, 11, 12] give a good overview of several aspects of graph theory: algebraic, topological, structural and chromatic [13].
Information
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- Chapter
- Information
- The Shrikhande GraphA Window on Discrete Mathematics, pp. 152 - 153Publisher: Cambridge University PressPrint publication year: 2026
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