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The Geometry of Topological Stability

The Geometry of Topological Stability - London Mathematical Society Monographs. New Series

Hardback (07 Dec 1995)

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Publisher's Synopsis

The aim of this book is to give necessary and sufficient conditions for aCoo map to be C0-stable; the aim is achieved in a wide range of dimensions via a detailed study of the geometry and topology of many classes of "generic" singularities. The methods developed for examining the topology and geometry use results from many areas of mathematics - geometric topology, stratification theory, algebraic topology, algebraic geometry, commutative algebra... - and further progress will doubtless be made from the application of deeper results from these areas. Conversely, it is to be hoped that the description of the behaviour of generic singularities will also have interesting consequences for these areas of mathematics, which are those with most interaction with singularity theory. The book describes original research; essentially none of its results has previously appeared elsewhere, either in scientific articles or in books.

About the Publisher

Oxford University Press

Oxford University Press is a department of the University of Oxford. It furthers the University's objective of excellence in research, scholarship, and education by publishing worldwide. Our products cover an extremely broad academic and educational spectrum, and we aim to make our content available to our users in whichever format suits them best.We publish for all audiences-from pre-school to secondary level schoolchildren; students to academics; general readers to researchers; individuals to institutions. Our range includes dictionaries, English language teaching materials, children's books, journals, scholarly monographs, printed music, higher education textbooks, and schoolbooks.

Book information

ISBN: 9780198535881
Publisher: OUP OXFORD
Imprint: Oxford University Press
Pub date:
DEWEY: 514.74
DEWEY edition: 20
Language: English
Number of pages: 572
Weight: 1016g
Height: 303mm
Width: 243mm
Spine width: 38mm