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GRAPHS (NORTH-HOLLAND MATHEMATICAL LIBRARY) By C. Berge - Hardcover *Excellent* - Picture 1 of 1

North-Holland Mathematical Library: Graphs by C. Berge (1985, Hardcover)

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GRAPHS (NORTH-HOLLAND MATHEMATICAL LIBRARY) By C. Berge - Hardcover *Excellent Condition*.

About this product

Product Identifiers

PublisherElsevier Science & Technology

ISBN-100444876030

ISBN-139780444876034

eBay Product ID (ePID)905982

Product Key Features

Number of Pages414 Pages

LanguageEnglish

Publication NameGraphs

SubjectGraphic Methods, Discrete Mathematics

Publication Year1985

FeaturesRevised

TypeTextbook

Subject AreaMathematics

AuthorC. Berge

SeriesNorth-Holland Mathematical Library

FormatHardcover

Dimensions

Item Weight28.8 Oz

Item Length9.1 in

Item Width5.9 in

Additional Product Features

Edition Number3

Intended AudienceScholarly & Professional

LCCN84-018669

Dewey Edition19

Reviews...one of the leading accounts of modern graph theory... Optima ...can be unrestrictedly recommended to everybody interested in graph theory... Optimization ... a classic ...on the whole, the revisions succeed admirably in bringing the reader up to date with the current situation in graph theory and then launching him or her on many interesting research problems. Mathematical Reviews

Series Volume NumberVolume 6

IllustratedYes

Volume NumberVolume 6

Dewey Decimal511/.5

Edition DescriptionRevised edition

Table Of ContentBasic Concepts. Cyclomatic Number. Trees and Arborescences. Paths, Centres and Diameters. Flow Problems. Degrees and Demi-Degrees. Matchings. c-Matchings. Connectivity. Hamiltonian Cycles. Covering Edges With Chains. Chromatic Index. Stability Number. Kernels and Grundy Functions. Chromatic Number. Perfect Graphs. References.

SynopsisAs graph theory continues its explosive growth, conjectures are proved and new theorems formed. The techniques involved, which have applications in a broad spectrum of mathematics, ranging from analysis to operations research, have become more sophisticated if not more manageable. This new edition, therefore, includes new theorems (e.g. the Perfect Graph Theorem, due to Lovasz) as well as new proofs of classical results. A number of sections have been significantly revised.

LC Classification NumberQA166.B389513 1985