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Graph theory is a fast-developing discipline and has, over the past few decades, been seen to have important applications, particularly in operations research and in computer science. For this reason there is a need for a reference in the area, comprehensively cataloguing the properties of graphs and accessible to both graph theorists and other researchers. This book contains a wealth of information, including over 10000 diagrams and extensive tables of associated properties. It is the first book to present this information on such a scale, and as such will be an invaluable resource.
| ISBN | 0198526504 | | Volumes | 1 | | ISBN13 | 9780198526506
(What's this?) | | Weight (grammes) | 910 | | Publisher | Oxford University Press | | Published in | Oxford | | Imprint | Clarendon Press | | Series title | Mathematics | | Format | Paperback | | Previous ISBN | 9780198532897 | | Publication date | 01 Aug 2002 | | Height (mm) | 246 | | Library of Congress | QA | | Width (mm) | 189 | | DEWEY | 511.5 | | Spine width (mm) | 25 | | DEWEY edition | DC21 | | Academic level | Professional / Scholarly | | Pages | 464 | |
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| 1 | | Graphs | | 1 | | 2 | | Trees | | 63 | | 3 | | Regular graphs | | 125 | | 4 | | Types of graph | | 189 | | 5 | | Planar graphs | | 229 | | 6 | | Special graphs | | 263 | | 7 | | Digraphs | | 289 | | 8 | | Signed graphs | | 335 | | 9 | | Ramsey numbers | | 373 | | 10 | | Polynomials | | 381 |
Such a collection is a treasure chest for everybody interested in graphs and in particular, an important source of examples and countreexamples. Monatshefte fur Mathematik Vol 148 No 1 2006  Be the first to write a customer review
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