Network Theory and Applications

By: Junming Xu

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Hardcover | 31 July 2003

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Hardcover
352 Pages

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23.5 x 15.88 x 2.54

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In the spectrum of mathematics, graph theory which studies a mathe matical structure on a set of elements with a binary relation, as a recognized discipline, is a relative newcomer. In recent three decades the exciting and rapidly growing area of the subject abounds with new mathematical devel opments and significant applications to real-world problems. More and more colleges and universities have made it a required course for the senior or the beginning postgraduate students who are majoring in mathematics, computer science, electronics, scientific management and others. This book provides an introduction to graph theory for these students. The richness of theory and the wideness of applications make it impossi ble to include all topics in graph theory in a textbook for one semester. All materials presented in this book, however, I believe, are the most classical, fundamental, interesting and important. The method we deal with the mate rials is to particularly lay stress on digraphs, regarding undirected graphs as their special cases. My own experience from teaching out of the subject more than ten years at University of Science and Technology of China (USTC) shows that this treatment makes hardly the course di:fficult, but much more accords with the essence and the development trend of the subject.

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You Can Find This Book In

Non-Fiction Mathematics Combinatorics & Graph Theory Medicine Medicine in General Calculus & Mathematical Analysis Complex Analysis Computing & I.T.Databases Data Capture & Analysis Optimisation Linear Programming

Computer Programming & Software Development Algorithms & Data Structures Computer Science Functional Analysis & Transforms Applied Mathematics

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Paperback

Published: 19th November 2013

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Preface
Basic Concepts of Graphs	p. 1
Trees and Graphic Spaces	p. 79
Plane Graphs and Planar Graphs	p. 127
Flows and Connectivity	p. 159
Matchings and Independent Sets	p. 211
Coloring Theory	p. 257
Graphs and Groups	p. 279
Bibliography	p. 309
List of Symbols	p. 323
Index	p. 327
Table of Contents provided by Blackwell. All Rights Reserved.

Network Theory and Applications

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Hardcover

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