The d-invariant of compact nilmanifolds.
The e-invariant and the spectrum of the Lapacian for compact nilmanifolds covered by Heisenberg groups.
The equivariant -homomorphism.
The eta Invariant and ...O of Lens Spaces.
The Euler Characteristic is the Unique Locally Determined Numerical Homotopy Invariant of Finite Complexes.
The Euler-Poincaré-Hopf theorem for flat connections in some transitive Lie algebroids
This paper is a continuation of [19], [21], [22]. We study flat connections with isolated singularities in some transitive Lie algebroids for which either or or are isotropy Lie algebras. Under the assumption that the dimension of the isotropy Lie algebra is equal to , where is the dimension of the base manifold, we assign to any such isolated singularity a real number called an index. For -Lie algebroids, this index cannot be an integer. We prove the index theorem (the Euler-Poincaré-Hopf...
The Fixed Point Index of Fibre-Preserving Maps.
The Fixed Point Transfer of Fibre-Preserving Maps.
The Generalized Cohomology Theories, Brumfiel-Madsen Formula and Topological Construction of BGG-type Operators
The Generalized Smith Indices. I.
The Generalized Smith Indices. II.
The geometry of a vector bundle endowed with a cone field.
The geometry of configuration spaces for closed chains in two and three dimensions.
The geometry of the local cohomology filtration in equivariant bordism.
The homology of some groups of diffeomorphisms.
The integral cohomology algebras of ordered configuration spaces of spheres.
The integral cohomology rings of real infinite-dimensional flag manifolds
The Lenstra map on classifying spaces and G-theory of group rings.
The level of real projective spaces.
The Lyusternik-Shnirel'man category, vector bundles, and immersions of manifolds.