A Multiple Disjunction Lemma For Smooth Concordance Embeddings (Paperback)


Requiring background in basic differential topology, this book is aimed at researchers interested in the homotopy type of spaces of smooth embeddings and spaces of diffeomorphisms. The author provides a proof of a useful connectivity estimate in the theory of concordances (or pseudo-isotopies), generalizing Morlet's result from triads to n-ads. The method of proof is a differentiable general position technique analogous to piecewise-linear "sunny collapsing".

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Product Description

Requiring background in basic differential topology, this book is aimed at researchers interested in the homotopy type of spaces of smooth embeddings and spaces of diffeomorphisms. The author provides a proof of a useful connectivity estimate in the theory of concordances (or pseudo-isotopies), generalizing Morlet's result from triads to n-ads. The method of proof is a differentiable general position technique analogous to piecewise-linear "sunny collapsing".

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Product Details

General

Imprint

American Mathematical Society

Country of origin

United States

Series

Memoirs of the American Mathematical Society

Release date

July 1990

Availability

Supplier out of stock. If you add this item to your wish list we will let you know when it becomes available.

Dimensions

255 x 180mm (L x W)

Format

Paperback

Pages

317

ISBN-13

978-0-8218-2493-1

Barcode

9780821824931

Categories

LSN

0-8218-2493-7



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