On pairs of 2-complexes and systems of equations over groups.
On p-equivalences and p-universal spaces
On Pierce-like idempotents and Hopf invariants.
On Poincaré 3-Complexes with Binary Polyhedral Fundamental Group.
On pointed 1-movability and related notions
On polynomial coverings and their classification.
On. positions of sets in spaces.
On Postnikov pieces of finite dimension.
On Postnikov-true families of complexes and the Adams completion
On Products in a Family of Cohomology Theories Associated to the Invariant Prime Ideals of ... (BP).
On properties of approximate fibrations. I.
On properties preserved by the approximate domination
On quantizing A-bundles over Hamilton G-spaces
On quasidomination of compacta
On Rational co-Hopf G-Spaces.
On Rationalized H- and CO-H-Spaces. With an Appendix on Decomposable H- and CO-H-Spaces.
On real flag manifolds with cup-length equal to its dimension
We prove that for any positive integers there exists a real flag manifold with cup-length equal to its dimension. Additionally, we give a necessary condition that an arbitrary real flag manifold needs to satisfy in order to have cup-length equal to its dimension.
On real-oriented Johnson-Wilson cohomology.
On relative homotopy groups of modules.
On residue formulas for characteristic numbers
We show that coefficients of residue formulas for characteristic numbers associated to a smooth toral action on a manifold can be taken in a quotient field This yields canonical identities over the integers and, reducing modulo two, residue formulas for Stiefel Whitney numbers.