The Calculus of Braids, 9781108925860
Paperback
Untangle braids mathematically: discover their surprising properties and powerful calculus.

$110.53

  • Paperback

    260 pages

  • Release Date

    9 September 2021

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Summary

Everyone knows what braids are, whether they be made of hair, knitting wool, or electrical cables. However, it is not so evident that we can construct a theory about them, i.e. to elaborate a coherent and mathematically interesting corpus of results concerning them. This book demonstrates that there is a resoundingly positive response to this question: braids are fascinating objects, with a variety of rich mathematical properties and potential applications. A special emphasis is placed on the…

Book Details

ISBN-13:9781108925860
ISBN-10:1108925863
Author:Patrick Dehornoy
Publisher:Cambridge University Press
Imprint:Cambridge University Press
Format:Paperback
Number of Pages:260
Release Date:9 September 2021
Weight:400g
Dimensions:230mm x 150mm x 16mm
Series:London Mathematical Society Student Texts
What They're Saying

Critics Review

‘This book is a very clear introduction to the theory of braids, addressed to beginners. The author has made a great effort to render the exposition in this book pleasant and interesting and to make the proofs complete. This book is probably the best first introduction to the theory of braids.’ Athanase Papadopoulos, zbMATH‘… this text is an excellent reference for graduate students and researchers. It is great to have a single, comprehensive resource addressing the braid isotopy problem using so many different approaches. The definitions are thoughtfully constructed and proofs are very thorough and detailed.’ Katherine Vance, MAA Reviews

About The Author

Patrick Dehornoy

Patrick Dehornoy (1952-2019) was Professor Emeritus at Université Caen Normandie, and Senior Member Emeritus of the Institut Universitaire de France. His research focused on set theory, algebra, and topology in small dimensions. He authored close to 100 research articles and eight books.

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