Algebraic Topology Göttingen 1984 Proceedings of a Conference held in Göttingen, Nov. 9–15, 1984 / [electronic resource] :
edited by Larry Smith.
- Berlin, Heidelberg : Springer Berlin Heidelberg, 1985.
- VIII, 212 p. online resource.
- Lecture Notes in Mathematics, 1172 0075-8434 ; .
- Lecture Notes in Mathematics, 1172 .
On the localization theorem at the cochain level and free torus actions -- On homotopy classification problems of J.H.C. whitehead -- Regular polytopes and equivariant tessellations from a combinatorial point of view -- A problem of adams on H* (BG;Zp) -- On the stable cohomology of the mapping class group -- Homology operations derived from modular coinvariants -- Higher order homotopy invariants for higher dimensional link maps -- Smooth and locally linear g homotopy representations -- Closed geodesics on stiefel manifolds -- Topological H0×H1-actions on spheres and linking numbers -- Verschlingung von Fixpunktmengen in Darstellungsformen. I -- Modular Representations of GL(n,FP) and Homotopy Theory -- Quelques propriétés du foncteur .
9783540397458
10.1007/BFb0074420 doi
Mathematics.
Algebraic topology.
Mathematics.
Algebraic Topology.
QA612-612.8
514.2
On the localization theorem at the cochain level and free torus actions -- On homotopy classification problems of J.H.C. whitehead -- Regular polytopes and equivariant tessellations from a combinatorial point of view -- A problem of adams on H* (BG;Zp) -- On the stable cohomology of the mapping class group -- Homology operations derived from modular coinvariants -- Higher order homotopy invariants for higher dimensional link maps -- Smooth and locally linear g homotopy representations -- Closed geodesics on stiefel manifolds -- Topological H0×H1-actions on spheres and linking numbers -- Verschlingung von Fixpunktmengen in Darstellungsformen. I -- Modular Representations of GL(n,FP) and Homotopy Theory -- Quelques propriétés du foncteur .
9783540397458
10.1007/BFb0074420 doi
Mathematics.
Algebraic topology.
Mathematics.
Algebraic Topology.
QA612-612.8
514.2