Obstruction Theory in Fiber Spaces.
On Convergence of Spectral Sequences.
On Kan extensions of cohomology theories and Serre classes of groups
On real-oriented Johnson-Wilson cohomology.
On -equivariant homology.
On the Adams spectral sequence for -modules.
On the cohomology of some Hopf algebroids and Hattori-Stong theorems.
On the cohomology ring of the free loop space of a wedge of spheres.
On the Convergence of the Adams Spectral Sequences.
On the Detection of Some Elements in the Image of the Double Transfer Using K(2)-Theory.
On the homology of mapping spaces
Following a Bendersky-Gitler idea, we construct an isomorphism between Anderson’s and Arone’s complexes modelling the chain complex of a mapping space. This allows us to apply Shipley’s convergence theorem to Arone’s model. As a corollary, we reduce the problem of homotopy equivalence for certain “toy” spaces to a problem in homological algebra.
On the Hurewicz image of the cokernel J spectrum
On the mod p Betti numbers of loop spaces.
On the topological invariance of the basic cohomology.
On the Unstable Homotopy Spectral Sequences.
On the vanishing of Hochschild homology of locally complete intersections.