Graph Connections

The purpose of this book is to inform mathematicians about the applicability of graph theory to other areas of mathematics, from number theory, to linear algebra, knots, neural networks, and finance. This is achieved through a series of expository chapters, each devoted to a different field and written by an expert in that field. It should be of use to professsional mathematicians and graduate students. It should also appeal to scientists working in other areas.

ISBN	0198514972	Pages	302
ISBN13	9780198514978 (What's this?)	Volumes	001
Publisher	Oxford University Press	Weight (grammes)	580
Imprint	Clarendon Press	Published in	Oxford
Format	Hardback	Series title	Oxford Lecture Series in Mathematics & Its Applications
Publication date	16 Jan 1997	Height (mm)	230
Library of Congress	QA166.G698	Width (mm)	150
DEWEY	511.5	Spine width (mm)	22
DEWEY edition	DC20	Academic level	Postgraduate, Professional / Scholarly

1	Introduction by Robin J. Wilson	1
2	Enumeration by Ronald C. Read	13
3	Number Theory by Roger Cook	34
4	Partial Orders by Graham Brightwell	52
5	First-order Logic by Peter J. Cameron	70
6	Linear Algebra by Peter Rowlinson	86
7	Matroids by James Oxley	100
8	Codes by Robert T. Curtis and Tony R. Morris	116
9	Groups by Peter J. Cameron	128
10	Geometry by Edward R. Scheinerman	141
11	Topology by Lowell W. Beineke	155
12	Knots by Dominic Welsh	176
13	Probability by Colin McDiarmid	194
14	Statistics by Peter Wild	208
15	Computing by Robin Whitty	227
16	Artificial Neural Networks by Martin Anthony	247
17	International France by Norman Biggs	261
	Notes on Contributors	280
	Index	285

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Relationships Between Graph Theory and Other Areas of Mathematics

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