GRAPHS AND DIGRAPHS CHARTRAND PDF

Physical Description: xii, p. Subject: Graph theory. Linda Lesniak is a professor emeritus of mathematics at Drew University. Ping Zhang is a professor of mathematics at Western Michigan University. All three have authored or co-authored many textbooks in mathematics and numerous research articles in graph theory.

Author:Akinokasa Shazil
Country:Ecuador
Language:English (Spanish)
Genre:Science
Published (Last):9 September 2009
Pages:83
PDF File Size:5.88 Mb
ePub File Size:1.74 Mb
ISBN:672-7-19063-909-9
Downloads:76240
Price:Free* [*Free Regsitration Required]
Uploader:Shaktitaxe



Physical Description: xii, p. Subject: Graph theory. Linda Lesniak is a professor emeritus of mathematics at Drew University. Ping Zhang is a professor of mathematics at Western Michigan University. All three have authored or co-authored many textbooks in mathematics and numerous research articles in graph theory.

Reviews Gary Chartrand has influenced the world of Graph Theory for almost half a century. He has supervised more than a score of Ph. The most widely known of these texts, Graphs and Digraphs,. The authors have updated their notation to reflect the current practice in this still-growing area of study. His book was the standard in the discipline for several decades.

Chartrand, Lesniak and Zhang have produced a worthy successor. As with the earlier editions, the current text emphasizes clear exposition, well-written proofs, and many original and innovative exercises of varying difficulty and challenge.

The fifth edition continues and extends these fine traditions. White, Zentralblatt MATH Now in its fifth edition, its success as a textbook is indicative of its quality and its clarity of presentation. The authors also describe the fascinating history behind some of the key problems in graph theory, and, to a lesser extent, their applications.

This book describes the key concepts you need to get started in graph theory. It provides all you might need to know about graph embeddings and graph colorings.

Moreover, it analyzes many other topics that more general discrete mathematics monographs do not always cover, such as network flows, minimum cuts, matchings, factorization, decomposition, and even extremal graph theory. Hints and solutions for odd-numbered exercises are included in the appendix, making it especially suitable for self-learning.

It has also served established graph theorists, combinatorialists, and other discrete mathematicians, as well as computer scientists and chemists, as a useful reference work. The fourth edition continues these fine traditions.

INNER GAME OF CHESS SOLTIS PDF

Library Catalogue

He has supervised more than a score of Ph. The most widely-known of these texts, Graphs and Digraphs, was coauthored in earlier editions with former student Linda Lesniak, and they have added their frequent collaborator Ping Zhang as a coauthor in the most recent edition. The text has much to recommend it, with a clear exposition, and numerous challenging examples make it an ideal textbook for the advanced undergraduate or beginning graduate course. The authors have updated their notation to reflect the current practice in this still-growing area of study. Among the changes in the 5th edition are three separate chapters for vertex, map and edge colorings, expanded coverage of domination, matchings and extremal graph theory. In addition, the new version contains sections on perfect graphs, cages and historical figures of graph theory.

EC CHOUROUK PDF

Graphs & Digraphs

Review quote Praise for the Previous Edition "Now in its fifth edition, its success as a textbook is indicative of its quality and its clarity of presentation. The authors also describe the fascinating history behind some of the key problems in graph theory and, to a lesser extent, their applications. This book describes the key concepts you need to get started in graph theory. It provides all you might need to know about graph embeddings and graph colorings. Moreover, it analyzes many other topics that more general discrete mathematics monographs do not always cover, such as network flows, minimum cuts, matchings, factorization, decomposition, and even extremal graph theory. This thorough textbook includes hundreds of exercises at the end of each section. Hints and solutions for odd-numbered exercises are included in the appendix, making it especially suitable for self-learning.

KANSAS STEPHEN DOBYNS PDF

Graphs & Digraphs, Fourth Edition

.

Related Articles