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E-RESOURCE
Author Arnold, V. I.

Title Singularity Theory I [electronic resource] / by V.I. Arnold, V.V. Goryunov, O.V. Lyashko, V.A. Vasil'ev.

Published Berlin, Heidelberg : Springer Berlin Heidelberg : Imprint : Springer, 1998.

Copies

Location Call No. Status
 UniM INTERNET resource    AVAILABLE
Physical description 1 online resource (V, 245 pages 55 illustrations).
Series Encylopedia of Mathematical Sciences, 0938-0396 ; 6
Encylopedia of Mathematical Sciences ; 6. 0938-0396
Contents Foreword -- Chapter 1: Critical Points of Functions -- Chapter 2. Monodromy Groups of Critical Points -- Chapter 3. Basic Properties of Maps -- Chapter 4. The Global Theory of Singularities -- References -- Indices.
Summary From the reviews of the first printing of this book, published as volume 6 of the Encyclopaedia of Mathematical Sciences: "... My general impression is of a particularly nice book, with a well-balanced bibliography, recommended!" Medelingen van Het Wiskundig Genootschap, 1995 "... The authors offer here an up to date guide to the topic and its main applications, including a number of new results. It is very convenient for the reader, a carefully prepared and extensive bibliography ... makes it easy to find the necessary details when needed. The books (EMS 6 and EMS 39) describe a lot of interesting topics. ... Both volumes are a very valuable addition to the library of any mathematician or physicist interested in modern mathematical analysis." European Mathematical Society Newsletter, 1994 "...The authors are recognized experts in their fields and so are ideal choices to write such a survey. ...The text of the book is liberally sprinkled with illustrative examples and so the style is not heavy going or turgid... The bibliography is very good and extremely large ..." IMS Bulletin, 1995.
Other author Goryunov, V. V.
Lyashko, O. V.
Vasil'ev, V. A.
Subject Mathematics.
Geometry, Algebraic.
Global analysis (Mathematics)
Electronic books.
ISBN 9783642580093 (electronic bk.)
3642580092 (electronic bk.)
Standard Number 10.1007/978-3-642-58009-3