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The authors emphasize the underlying tools and techniques and demonstrate how this approach constitutes a definite theory within graph theory. Some of the applications are not widely known or available in the graph theoretic literature and are presented here for the first time. The book also includes a detailed literature guide for many specialized and related areas, a current bibliography, and more than 100 exercises.
Audience:
This book is written for students who have completed a basic graph theory course and for mathematicians seeking a guide for graph theory and graph modeling. Anyone working in applications of intersection graphs stands to gain a better understanding of the larger context of the field by reading this book.
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Minimum Edge-Ranking Spanning Tree Problem of Series-Parallel Graphs Автор: Ahmed Shamsul Arefin Год: 2010 |
Threshold Graphs and Related Topics, Volume 56 (Annals of Discrete Mathematics) Автор: N.V.R. Mahadev, U.N. Peled Год: 1995 |
Threshold Graphs and Related Topics Автор: Mahadev N.V.R.,Peled U.N. Год: 1995 |
Randomized techniques in combinatorial algorithms Автор: Zito M.A.A. Год: 1999 |
Dynamic Graph Algorithms Автор: Eppstein D., Galil Z., Italiano F. |