Algebraic Topology and Transformation Groups by Tammo Tom Dieck

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Algebraic Topology and Transformation Groups by Tammo Tom Dieck

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Part of Mathematica Gottingensis series

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Algebraic Topology and Transformation Groups by Tammo Tom Dieck

Contents: S. Bauer: The homotopy type of a 4-manifold with finite fundamental group.- C.-F. Bödigheimer, F.R. Cohen: Rational cohomology of configuration spaces of surfaces.- G. Dylawerski: An S1 -degree and S1 -maps between representation spheres.- R. Lee, S.H. Weintraub: On certain Siegel modular varieties of genus two and levels above two.- L.G. Lewis, Jr.: The RO(G)-graded equivariant ordinary cohomology of complex projective spaces with linear /p actions.- W. Lück: The equivariant degree.- W. Lück, A. Ranicki: Surgery transfer.- R.J. Milgram: Some remarks on the Kirby - Siebenmann class.- D. Notbohm: The fixed-point conjecture for p-toral groups.- V. Puppe: Simply connected manifolds without S1-symmetry.- P. Vogel: 2 x 2 - matrices and application to link theory.

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SKU Unavailable
ISBN 13 9783540505280
ISBN 10 3540505288
Title Algebraic Topology and Transformation Groups
Author Tammo Tom Dieck
Series Mathematica Gottingensis
Condition Unavailable
Binding Type Paperback
Publisher Springer
Year published 1988-11-23
Number of pages 302
Cover note Book picture is for illustrative purposes only, actual binding, cover or edition may vary.