Intersection graph theory provides the vital framework underpinning much of modern discrete mathematics. This definitive volume offers a concentrated, unified study of the subject, exploring the interconnected nature of graph structures and their diverse practical utility. Moving beyond standard concepts, the authors examine the common theory linking various types of intersection graphs—including chordal, interval, competition, and threshold graphs.
Readers will find a concise yet rigorous treatment that illuminates the essential tools used to model complex systems. The book uniquely bridges the gap between abstract theory and real-world application, showcasing how these mathematical structures are utilised in fields as varied as biology, computing, matrix analysis, psychology, and statistics. With over one hundred exercises to reinforce learning and a comprehensive guide to the sprawling literature, this work is an indispensable resource. It serves as both a sophisticated platform for research and a vital guide for mathematicians and scientists seeking to master the broader context of graph modelling. Whether for academic study or professional reference, this book provides the clarity and depth required to navigate this fascinating mathematical domain.
Used (good, see images, minor cover wear) Softcover ISBN 0898714303
