cover image

The classifying spaces for surgery and cobordism of manifolds / by Ib Madsen and R. James Milgram.

; Milgram, R. James, author
Princeton, N.J. : Princeton University Press, 1979.
ISBN 0691082251, 069108226X, 9780691082257

Location Call Number Status Consortium Loan
George Washington
Gelman stacks
QA 613.2 .M32 (show me on map) Available Request
WRLC
Shared Ebooks Collection - Available to All
Shared Electronic Book
American
WRLC Shared Collections Facility
QA613.2 .M32 Off-site
Request
George Mason
Fenwick stacks
QA1 .A626 no.92 Available Request
Georgetown
Lauinger stacks
QA1 .A626 no.92 Available Request
Online
JSTOR EBA
Howard
Founders Library stacks
QA613.2 M32 1979 Available Request
Other Authors Milgram, R. James,
Subjects Chirurgie (Topologie)
Chirurgie (topologie)
Classificatie.
Classifying spaces.
Cobordism theory.
Cobordisme.
Cobordismes, Théorie des.
Cobordismes, théorie des.
Espaces classifiants.
Manifolds (Mathematics)
Manifolds.
Surgery (Topology)
Variétés (Mathématiques)
Series Annals of mathematics studies ; no. 92.
Description xii, 279 pages ; 25 cm.
Copyright Date 1979.
Notes Includes bibliographical references (pages 263-273) and index.
Contents Classifying spaces and cobordism -- The surgery classification of manifolds -- The spaces SG and BSG -- The homotopy structure of G/PL and G/TOP -- The homotopy structure of MSPL[1/2] and MSTOP[1/2] -- Infinite loop spaces and their homology operations -- The 2-local structure of B(G/TOP) -- The torsion free structure of the oriented cobordism rings -- The torsion free cohomology of G/TOP and G/PL -- The torsion free cohomology of BTOP and BPL -- Integrality theorems -- The smooth surgery classes and H[subscript *](BTOP; Z/2) -- The Bockstein spectral sequence for BTOP -- The types of torsion generators.
Network Numbers (OCoLC)5783331
(OCoLC)ocm05783331
WorldCat Search OCLC WorldCat
WorldCat Identities Madsen, I. H. 1942-
Publication timeline, list of works, related names and subjects and other information

Services

Export citation to: RefWorks