Algebraic Topology and Transformation Groups: Proceedings of a Conference Held in Göttingen, FRG, August 23-29, 1987Tammo 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. |
Contents
An S degree and S maps between representation | 6 |
On certain Siegel modular varieties | 29 |
The RO Ggraded equivariant ordinary cohomo | 40 |
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¹-quadratic abelian group action additive category algebra automorphism bordism BTSG chain complex chain equivalence chain homotopy chain maps coefficients cofibre cofibre sequence cohomology commutative complex projective spaces components CW complex defined Definition DEG f denote diagram dim vG dimension elements equivariant f₁ fibration fibre finite G-homotopy G-manifold G-map f G-representation G-space geometric Göttingen homology homomorphism homotopy classes homotopy equivalence HP(V induced integer inv lim involution irreducible complex irreducible complex representation isomorphism L-groups L-theory Lemma long exact sequence M₂(K Mackey functor manifold map f Math module morphism multiplication n-dimensional nontrivial normal map orientable Poincaré algebra Poincare complex Poincare duality Proof Proposition quadratic resp ring with involution RO(G RO(G)-graded RSO G RSO(G structure subgroup subset summand surgery transfer maps symmetric t(xy theorem Topology torsion trivial W₁ zero