Celebratio Mathematica

Andrew A. Ranicki

Complete Bibliography

Works connected to Francis Thomas Farrell

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A. Ran­icki: “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

A. Ran­icki: “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

A. Ran­icki: “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

E. K. Ped­er­sen, F. Quinn, and A. Ran­icki: “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

A. Ran­icki and M. Weiss: “On the al­geb­ra­ic \( L \)-the­ory of \( \Delta \)-sets,” pp. 423–​449 in Is­sue ded­ic­ated to F. Thomas Far­rell and Low­ell E. Jones, part 2, published as Pure Ap­pl. Math. Q. 8 : 2. Issue edi­ted by J. F. Dav­is, L. Ji, D. Juan-Pineda, J.-F. La­font, and S. Prassid­is. In­ter­na­tion­al Press (Somerville, MA), 2012. MR 2900173 Zbl 1256.​19004 ArXiv math/​0701833 incollection