Ebook: Transformation Groups Poznań 1985: Proceedings of a Symposium held in Poznań, July 5–9, 1985
- Tags: Algebra
- Series: Lecture Notes in Mathematics 1217
- Year: 1986
- Publisher: Springer-Verlag Berlin Heidelberg
- Edition: 1
- Language: English
- pdf
Content:
Front Matter....Pages -
Bounds on the torus rank....Pages 1-10
The equivariant wall finiteness obstruction and Whitehead torsion....Pages 11-25
Homotopy actions and cohomology of finite groups....Pages 26-57
Normally linear Poincar? complexes and equivariant splittings....Pages 58-78
Free (?/2)k-actions and a problem in commutative algebra....Pages 79-83
Verschlingungszahlen von Fixpunktmengen in Darstellungsformen. II....Pages 84-91
An algebraic approach to the generalized Whitehead group....Pages 92-114
Almost complex S1-actions on cohomology complex projective spaces....Pages 115-122
A product formula for equivariant Whitehead torsion and geometric applications....Pages 123-142
Balanced orbits for fibre preserving maps of S1 and S3 actions....Pages 143-150
Involutions on 2-handlebodies....Pages 151-166
Normal combinatorics of G-actions on manifolds....Pages 167-182
Topological invariance of equivariant rational Pontrjagin classes....Pages 183-195
On the existence of acyclic ? complexes of the lowest possible dimension....Pages 196-209
Unstable homotopy theory of homotopy representations....Pages 210-248
Duality in orbit spaces....Pages 249-252
Cyclic homology and idempotents in group rings....Pages 253-257
?2 surgery theory and smooth involutions on homotopy complex projective spaces....Pages 258-289
Proper subanalytic transformation groups and unique triangulation of the orbit spaces....Pages 290-302
A remark on duality and the Segal conjecture....Pages 303-305
Algebraic and geometric splittings of the K- and L-groups of polynomial extensions....Pages 306-320
Coherence in homotopy group actions....Pages 321-363
Existence of compact flat Riemannian manifolds with the first Betti number equal to zero....Pages 364-390
Which groups have strange torsion?....Pages 391-393
....Pages 394-396
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