liceoartisticolisippo-ta
» » Algebraic and Geometric Surgery (Oxford Mathematical Monographs)

Algebraic and Geometric Surgery (Oxford Mathematical Monographs) ebook

by Andrew Ranicki


Algebraic and Geometric . .has been added to your Cart. Andrew Ranicki is at the Department of Mathematics and Statistics, University of Edinburgh.

Algebraic and Geometric . Series: Oxford Mathematical Monographs.

Oxford Mathematical Monographs is a well-established and authoritative series. 9780198509240 Hardcover 16 January 2003 Oxford Mathematical Monographs. Analysis on Symmetric Cones. Jacques Faraut and Adam Korányi.

ALGEBRAIC AND GEOMETRIC SURGERY by Andrew Ranicki. Oxford Mathematical Monograph (OUP), 2002 This electronic version (February 2007) incorporates the errata which were included in the second printing (2003) as well as the errata found subsequently

ALGEBRAIC AND GEOMETRIC SURGERY by Andrew Ranicki. Oxford Mathematical Monograph (OUP), 2002 This electronic version (February 2007) incorporates the errata which were included in the second printing (2003) as well as the errata found subsequently. Note that the pagination of the electronic version is somewhat different from the printed version. uk/˜aar/books/surgerr.

Oxford Mathematical Monographs. Start by marking Algebraic and Geometric Surgery. Oxford Mathematical Monographs. as Want to Read: Want to Read savin. ant to Read.

Andrew Ranicki Oxford Mathematical Monograph (2002) This list contains corrections of misprints/errors in the book. b0 ) : M 0 → X with kernel split formation (F 0, G0 ) obtained by algebraic surgery on (F, G) with data (H, χ, j) such that (x1 x2.

Errata for Algebraic and Geometric Surgery by Andrew Ranicki Oxford Mathematical Monograph (2002) This list contains corrections of misprints/errors in the book. Most of the corrections have been included in the second printing in 2003. Please let me know of any further misprints/errors by e-mail to . [email protected] b0 ) : M 0 → X with kernel split formation (F 0, G0 ) obtained by algebraic surgery on (F, G) with data (H, χ, j) such that (x1 x.x& ) : H Z& → Kn (M ) coker(δ : G → F ∗ ). p. 333 l. 5. sfb r (In+1 (f )). 358 l. 3.

Home Andrew Ranicki Algebraic and Geometric Surgery (Oxford Mathematical Monographs). Algebraic and Geometric Surgery (Oxford Mathematical Monographs). About the Author: Andrew Ranicki is at the Department of Mathematics and Statistics, University of Edinburgh. Bibliographic Details. Title: Algebraic and Geometric Surgery (Oxford.

This book is an introduction to surgery theory: the standard classification method for high-dimensional manifolds. ALGEBRAIC AND GEOMETRIC SURGERY by Andrew Ranicki. It is aimed at graduate students, who have already had a basic topology course, and would now like to understand the topology of high-dimensional manifolds.

Algebraic and Geometric Surgery. This book is an introduction to surgery theory, the standard algebraic topology classification method for manifolds of dimension greater than 4. It is aimed at those who have already been on a basic topology course, and would now like to understand the topology of high-dimensional manifolds.

This book is an introduction to surgery theory: the standard classification method for high-dimensional manifolds. It is aimed at graduate students, who have already had a basic topology course, and would now like to understand the topology of high-dimensional manifolds. This text contains entry-level accounts of the various prerequisites of both algebra and topology, including basic homotopy and homology, Poincare duality, bundles, co-bordism, embeddings, immersions, Whitehead torsion, Poincare complexes, spherical fibrations and quadratic forms and formations. While concentrating on the basic mechanics of surgery, this book includes many worked examples, useful drawings for illustration of the algebra and references for further reading.
Algebraic and Geometric Surgery (Oxford Mathematical Monographs) ebook
Author:
Andrew Ranicki
Category:
Mathematics
Subcat:
EPUB size:
1128 kb
FB2 size:
1401 kb
DJVU size:
1386 kb
Language:
Publisher:
Clarendon Press (January 16, 2003)
Pages:
392 pages
Rating:
4.8
Other formats:
mbr lrf azw rtf
© 2018-2020 Copyrights
All rights reserved. liceoartisticolisippo-ta.it | Privacy Policy | DMCA | Contacts