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  Intuitive Topology
 

Intuitive Topology

by Prasolov, V. V.

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  This is an introductory course on topology and begins by defining the main notions in a tangible and perceptible way, and then progressing to more precise and rigorous definitions and results, reaching the level of fairly sophisticated yet completely
understandable proofs. An important feature of the book is that it deals mainly with construction of objects (like surfaces, knots and links in space) and maps between these objects, rather than with general theorems. It contains a number of illustrations and problems with solutions. *Contents Deformations; Knots and links; Spans of knots and links; A knot invariant; Homeomorphisms; Vector fields on the plane; Vector fields on two-dimensional surfaces; Fixed point free and periodic homeomorphisms; Two-dimensional surfaces; References; Index.
104pp. (1998) 230 × 150mm ISBN 97881 7371 1183
 


Pages : 104
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