Splitting B (Z/p)n and BTn Via Modular Representation Theory.
Stable splittings associated with Chevalley groups, I.
Stable splittings associated with Chevalley groups, II.
Stably spherical classes in the K-homology of a finite group.
Strongly homotopy-commutative monoids revisited.
Sur le groupe fondamental d'un feuilletage
Surfaces et cohomologie bornée.
Symplectic groups are N-determined 2-compact groups
We show that for n ≥ 3 the symplectic group Sp(n) is as a 2-compact group determined up to isomorphism by the isomorphism type of its maximal torus normalizer. This allows us to determine the integral homotopy type of Sp(n) among connected finite loop spaces with maximal torus.
The Generalized Smith Indices. I.
The Generalized Smith Indices. II.
The homology of some groups of diffeomorphisms.
The Lenstra map on classifying spaces and G-theory of group rings.
The rational homotopy of Thom spaces and the smoothing of homology classes.
The ring of upper triangular invariants as a module over the Dickson invariants.
The Signature mod 8
The vanishing of Steenrod squares on H-spaces.
Topological realization of a family of pseudoreflection groups
We are interested in a topological realization of a family of pseudoreflection groups ; i.e. we are looking for topological spaces whose mod-p cohomology is isomorphic to the ring of invariants . Spaces of this type give partial answers to a problem of Steenrod, namely which polynomial algebras over can appear as the mod-p cohomology of a space. The family under consideration is given by pseudoreflection groups which are subgroups of the wreath product where q divides p - 1 and where p is...
Truncated polynomial algebras over the Steenrod algebra.
It is shown that the classification of polynomial algebras over the mod p Steenrod algebra is an essentially different problem from the classification of polynomial algebras truncated at height greater than p over the Steenrod algebra.
Uniform homotopy
Vector bundles over classifying spaces.