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Item Details
Title: HOW SURFACES INTERSECT IN SPACE
INTRODUCTION TO TOPOLOGY
By: J. Scott Carter
Format: Hardback

List price: £40.00


We currently do not stock this item, please contact the publisher directly for further information.

ISBN 10: 9810210507
ISBN 13: 9789810210502
Publisher: WORLD SCIENTIFIC PUBLISHING CO PTE LTD
Pub. date: 1 March, 1993
Series: Series on Knots & Everything v. 2
Pages: 300
Description: A book of pictures that illustrates standard examples in low dimensional topology. The text starts at the basic level (the intersection of coordinate planes) and gives hands on constructions of beautiful examples in topology: lens spaces, knotted surfaces, and 2-sphere eversions, amongst others.
Synopsis: This is a book of pictures that illustrates standard examples in low dimensional topology. The text starts at the most basic level (the intersection of coordinate planes) and gives hands on constructions of beautiful examples in topology: the projective plane, Poincare's example of a homology sphere, lens spaces, knotted surfaces, 2-sphere eversions, and higher dimensional manifolds. The text carefully explains the importance of the examples and the techniques without being bogged down in a morass of technicalities. The book seeks to be an entertaining introduction to topology for the lay-person, and can be used as a tool book for the expert. The book opens with the classification theorem of surfaces and then discusses the building blocks of surfaces mapped into space. These are branch points, double points, and triple points. The second chapter gives various constructions of the projective plane as it intersects itself in ordinary 3-space. The third chapter includes further examples and methods for constructing surfaces in 3-space. In chapter 4, other 3-dimensional spaces that are constructed by gluing standard pieces of ordinary 3-space together are discussed.In chapter 5, knots and surfaces bounded by these 3-spaces are discussed. Chapter 6 contains come current research on embedded surfaces in 4-dimensions. Chapter 7 gives a movie move decomposition of the famous 2-sphere eversion. Chapter 8 contains explorations into higher dimensions.
Publication: Singapore
Imprint: World Scientific Publishing Co Pte Ltd
Returns: Non-returnable
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