Graph Theory and Its Applications
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Book 1
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Graph Theory and Its Applications: (Textbooks in Mathematics)

Graph Theory and Its Applications: (Textbooks in Mathematics)


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About the Book

Already an international bestseller, with the release of this greatly enhanced second edition, Graph Theory and Its Applications is now an even better choice as a textbook for a variety of courses -- a textbook that will continue to serve your students as a reference for years to come. The superior explanations, broad coverage, and abundance

Table of Contents:
Introduction to Graph Models. Structure and Representation. Trees. Spanning Trees. Connectivity. Optimal Graph Traversals. Planarity and Kuratowski's Theorem. Drawing Graphs and Maps. Graph Colorings.Measurement and Mappings. Analytic Graph Theory. Special Digraph Models. Network Flows and Applications. Graphical Enumeration. Algebraic Specification of Graphs. Nonplanar Layouts.

Review :
"This is a huge book, almost 200 pages longer than the already massive first edition. One is tempted to call it, "Everything You Wanted to Know about Graph Theory but Were Afraid to Ask." Nonetheless, Graph Theory and Its Applications is a very good textbook. What makes it good is strong rapport with the reader, a coherent organization, and consistently clear exposition. The book is aimed at a diverse set of readers. Courses based on this book could be directed toward computer science (concentrating on data structures and algorithms), operation research (focusing on discrete optimization), or mathematics (emphasizing the algebraic and topological aspects). The text is most appropriate for advanced undergraduates or beginning graduate students. Since it is essentially self-contained, it could also be profitably for self-study. Notable attractive features of the text are breakout boxes with pseudo-code for all significant algorithms (as well as suggestions for specific software implementation), hundreds of examples of graphs carefully integrated with the text, a glossary of terms with each chapter (especially useful in this terminology-heavy field), and a ton of exercises - many with solutions or hints." - William Satzer, 3M Company "… an excellent vehicle for either a class text or a self-study reference. The writing is clear … highly recommended … most suitable for an advanced undergraduate in either engineering or computer science." -Journal of Mathematical Psychology "I will recommend this book as a text for the next time we teach our graph theory course … this is a well- written book. The authors have done a good job." - -Computing Reviews "This book gives an excellent exposition of graphs, graph algorithms and their applications. It builds the theory from the very basics, so it is easy to understand for people not yet skilled in discrete mathematics, but at the same time it gives deep insight into the topics discussed, which is a virtue rarely seen in books on applications." – In EMS Newsletter, September 2007


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Product Details
  • ISBN-13: 9781420057140
  • Publisher: Taylor & Francis Ltd
  • Publisher Imprint: Chapman & Hall/CRC
  • Language: English
  • No of Pages: 800
  • ISBN-10: 1420057146
  • Publisher Date: 22 Sep 2005
  • Binding: Digital (delivered electronically)
  • No of Pages: 800
  • Series Title: Textbooks in Mathematics


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