Contributions of rational homotopy theory to global problems in geometry
Converting compact and fibrations into locally trivial bundles with compact manifolds as fibres
Conway's Group CO3 and the Dickson Invariants.
Coomologia e forme differenziali sugli spazi analitici complessi
Cores of spaces, spectra, and ring spectra.
Corollaries of the A-H-V formula.
Correction for the paper “-bundles and exotic actions”
In [R] explicit representatives for -principal bundles over are constructed, based on these constructions explicit free -actions on the total spaces are described, with quotients exotic -spheres. To describe these actions a classification formula for the bundles is used. This formula is not correct. In Theorem 1 below, we correct the classification formula and in Theorem 2 we exhibit the correct indices of the exotic -spheres that occur as quotients of the free -actions described above.
Correction to “Fixed points of maps of a nonaspherical wedge”.
Correction to my paper "Topological contraction principle" (Fundamenta Mathematicae 110 (1980), pp. 135-144)
Correction to "The Boolean algebra of spectra", Vol. 54 (1979), pp. 368-377.
Correction to the paper “Compact fiberings of homogeneous spaces. I”
Correction to the paper "Moduli spaces of covers and the Hurwitz monodromy group".
Corrections to "On the computation of the Nielsen numbers and the converse of the Lefschetz coincidence theorem" (Fund. Math. 140 (1992), 191–196)
Corrections to: “The algebraic topology of smooth algebraic varieties”
Corrigendum et addendum ad: “Minimal cell coverings of sphere bundles over spheres”
Corrigendum to: “On ".
Coshape-invariant functors and Mackey's induced representation theorem
Cosimplicial resolutions and homotopy spectral sequences in model categories.
Counting connected components of the complement of the image of a codimension 1 map
Counting Elemnts in Homotopy Sets.