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References (28)
-
I. Hambleton, M. Kreck (2004)
Homotopy Self-Equivalences of 4-ManifoldsMathematische Zeitschrift, 248
-
P. Teichner (1993)
On the signature of four-manifolds with universal covering spinMathematische Annalen, 295
-
M. Kreck (1999)
Surgery and dualityAnnals of Mathematics, 149
-
I. Hambleton, R. Milgram, L. Taylor, B. Williams (1988)
SURGERY WITH FINITE FUNDAMENTAL GROUPProceedings of The London Mathematical Society
-
(1963)
cobordisms between simply connected 4 - manifolds , Topology Appl -
(1968)
Notes on cobordism theory, Mathematical notes -
J. Møller (1991)
Self-homotopy equivalences of group cohomology spacesJournal of Pure and Applied Algebra, 73
-
R. Lashof (1963)
POINCARE DUALITY AND COBORDISMTransactions of the American Mathematical Society, 109
-
L. Evens (1991)
Cohomology of groups -
D. Gottlieb (1965)
A Certain Subgroup of the Fundamental GroupAmerican Journal of Mathematics, 87
-
Stefan Friedl (2020)
Algebraic topologyGraduate Studies in Mathematics
-
A. Dold, H. Whitney (1959)
CLASSIFICATION OF ORIENTED SPHERE BUNDLES OVER A 4-COMPLEXAnnals of Mathematics, 69
-
C. Wall (1974)
On the classification of hermitian formsInventiones mathematicae, 23
-
L. Siebenmann, R. Kirby (1977)
Foundational Essays on Topological Manifolds, Smoothings, and Triangulations. -
Tim Cochran, N. Habegger (1990)
On the homotopy theory of simply connected four manifoldsTopology, 29
-
(1994)
Cohomology of groups, Springer-Verlag -
M. Freedman, F. Quinn (1990)
Topology of 4-manifolds -
(1993)
Reine Angew. Math -
Mw 2 ) lies in the subgroup KH It then follows from the braid diagram -
M. Kreck (2000)
A guide to the classification of manifolds -
(1963)
Trans. Amer. Math. Soc -
A. Bak (1975)
Odd dimension surgery groups of odd torsion groups vanishTopology, 14
-
I. Hambleton, M. Kreck (1988)
On the classification of topological 4-manifolds with finite fundamental groupMathematische Annalen, 280
-
M. Kreck (2001)
h-cobordisms between 1-connected 4-manifoldsGeometry & Topology, 5
-
S. Bauer (1988)
The homotopy type of a 4-manifold with finite fundamental group -
M. Kreck, I. Hambleton (1993)
Cancellation, elliptic surfaces and the topology of certain four-manifolds.Journal für die reine und angewandte Mathematik (Crelles Journal), 1993
-
(1999)
Surgery on compact manifolds Edited and with a foreword by A. A. Ranicki -
Terry Lawson (1988)
h-Cobordisms between simply connected 4-manifoldsTopology and its Applications, 28
- Publisher
- Springer Journals
- Copyright
- Copyright © 2006 by Springer-Verlag
- Subject
- Mathematics; Mathematics, general
- ISSN
- 0025-5874
- eISSN
- 1432-1823
- DOI
- 10.1007/s00209-006-0042-y
- Publisher site
- See Article on Publisher Site
Abstract
We correct an error in the calculation of the braid diagram of Hambleton and Kreck (Math. Z. 248, 147–172, 2004) for 4-manifolds with finite odd order fundamental group.
Journal
Mathematische Zeitschrift – Springer Journals
Published: Apr 22, 2009