### Complete Bibliography

#### Works connected to ~~Wolfgang Lück~~

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Chain homotopy projections.
Preprint 73,
Sonderforschungsbereich für Geometrie und Analysis, University of Göttingen,
1986.
A version of this was published in *J. Algebra* **120**:2 (1989).
Zbl
0616.57011
techreport

Surgery transfer,” pp. 167–246 in Algebraic topology and transformation groups (Göttingen, Germany, 23–29 August 1987). Edited by T. tom Dieck. Lecture Notes In Mathematics 1361. Springer (Berlin), 1988. MR 979509 Zbl 0677.57012 incollection

: “Chain homotopy projections,” J. Algebra 120 : 2 (February 1989), pp. 361–391. A preprint appeared as Mathematica Göttingensis no. 73 (1986). MR 989903 Zbl 0671.18005 article

: “Surgery obstructions of fibre bundles,” J. Pure Appl. Algebra 81 : 2 (1992), pp. 139–189. MR 1176019 Zbl 0755.57013 article

: “Foundations of algebraic surgery,” pp. 491–514 in Topology of high-dimensional manifolds (Trieste, Italy 21 May–8 June 2001). Edited by F. T. Farrell, L. Göttsche, and W. Lück. ICTP Lecture Notes 9. The Abdus Salam International Centre for Theoretical Physics (Trieste), 2002. MR 1937022 Zbl 1063.57027 ArXiv math/0111315 incollection

: “The structure set of an arbitrary space, the algebraic surgery exact sequence and the total surgery obstruction,” pp. 515–538 in Topology of high-dimensional manifolds (Trieste, Italy 21 May–8 June 2001). Edited by F. T. Farrell, L. Göttsche, and W. Lück. ICTP Lecture Notes 9. The Abdus Salam International Centre for Theoretical Physics (Trieste, Italy), 2002. MR 1937023 Zbl 1069.57019 ArXiv math/0111316 incollection

: “Circle valued Morse theory and Novikov homology,” pp. 539–569 in Topology of high-dimensional manifolds (Trieste, Italy, 21 May–8 June 2001). Edited by F. T. Farrell, L. Göttsche, and W. Lück. ICTP Lecture Notes 9. The Abdus Salam International Centre for Theoretical Physics (Trieste, Italy), 2002. MR 1937024 Zbl 1068.57031 ArXiv math/0111317 incollection

: “Controlled surgery with trivial local fundamental groups,” pp. 421–426 in High-dimensional manifold topology (Trieste, Italy, 21 May–8 June 2001). Edited by F. T. Farrell and W. Lück. World Scientific (River Edge, NJ), 2003. MR 2048731 Zbl 1050.57025 ArXiv math/0111269 incollection

: “Book review: M. Kreck and W. Lück, ‘The Novikov conjecture, geometry and algebra’,” Bull. Lond. Math. Soc. 42 : 1 (2010), pp. 181–183. MR 2586978 article

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