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Groups of Homotopy Self-Equivalences and Related Topics
About this Title
Ken-ichi Maruyama and John W. Rutter, Editors
Publication: Contemporary Mathematics
Publication Year:
2001; Volume 274
ISBNs: 978-0-8218-2683-6 (print); 978-0-8218-7864-4 (online)
DOI: https://doi.org/10.1090/conm/274
MathSciNet review: 1816997
ReadershipTable of Contents
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Front/Back Matter
Articles
- John W. Rutter – Homotopy self-equivalences 1988–1999 [MR 1816998]
- John W. Rutter – Bibliography on $\scr E(X)$ 1988–1999 [MR 1816999]
- Martin Arkowitz, Gregory Lupton and Aniceto Murillo – Subgroups of the group of self-homotopy equivalences [MR 1817000]
- Sven Bauer, Michael Crabb and Mauro Spreafico – The space of free loops on a real projective space [MR 1817001]
- Hans-Joachim Baues and Yuri Drozd – Indecomposable homotopy types with at most two non-trivial homology groups [MR 1817002]
- Hans-Joachim Baues and Norio Iwase – Square rings associated to elements in homotopy groups of spheres [MR 1817003]
- Peter I. Booth – Fibrations with product of Eilenberg-MacLane space fibres. I [MR 1817004]
- Davide L. Ferrario – Self homotopy equivalences of equivariant spheres [MR 1817005]
- Y. Felix – Two examples to illustrate properties of the group of self-equivalences of a finite CW complex $X$ [MR 1817006]
- A. Garvín, A. Murillo, P. Pavešić and A. Viruel – Nilpotency and localization of groups of fibre homotopy equivalences [MR 1817007]
- K. A. Hardie and K. H. Kamps – The homotopy groups of the homotopy fibre of an induced map of function spaces [MR 1817008]
- Volker Hauschild – Fibrations, self homotopy equivalences and negative derivations [MR 1817009]
- Kenshi Ishiguro – Classifying spaces and a subgroup of the exceptional Lie group $G_2$ [MR 1817010]
- Donald Kahn and Christopher Schwartz – The structure of the Hurewicz homomorphism [MR 1817011]
- Howard J. Marcum – Joins, diagonals and Hopf invariants [MR 1817012]
- Ken-ichi Maruyama – A subgroup of self homotopy equivalences which is invariant on genus [MR 1817013]
- Kaoru Morisugi – Composition structure of the self maps of $\rm SU(3)$ or $\rm Sp(2)$ [MR 1817014]
- Juno Mukai – Self-homotopy of a suspension of the real 4-projective space [MR 1817015]
- Jianzhong Pan and Moo Ha Woo – Phantom elements and its applications [MR 1817016]
- John W. Rutter – Homotopy equivalences of lens spaces of one-relator groups [MR 1817017]
- H. Shiga, K. Tsukiyama and T. Yamaguchi – Principal $S^1$-bundles and forgetful maps [MR 1817018]
- Samuel Bruce Smith – Rational type of classifying spaces for fibrations [MR 1817019]
- Martin Arkowitz – Problems on Self-Homotopy Equivalences