On manifolds homeomorphic to ...P2#8... .
On manifolds homotopy equivalent to the total spaces of -bundles over
We calculate the structure sets in the sense of surgery theory of total spaces of bundles over eight-dimensional sphere with fibre a seven-dimensional sphere, in which manifolds homotopy equivalent to the total spaces are organized, and we investigate the question, which of the elements in these structure sets can be realized as such bundles.
On Manifolds Representing Homology Classes in Codimension 2.
On manifolds with nonhomogeneous factors
We present simple examples of finite-dimensional connected homogeneous spaces (they are actually topological manifolds) with nonhomogeneous and nonrigid factors. In particular, we give an elementary solution of an old problem in general topology concerning homogeneous spaces.
On maximal fibred submanifolds of a knot exterior.
On McMullen's and other inequalities for the Thurston norm of link complements.
On non-parallel -structures.
On non-separating simple closed curves in a compact surface.
On normal stratified pseudomanifolds.
On periodic homeomorphisms of spheres.
On planarity of graphs in 3-manifolds.
On Poincaré 3-Complexes with Binary Polyhedral Fundamental Group.
On pseudo-isotopy classes of homeomorphisms of a dimensional differentiable manifold.
We study self-homotopy equivalences and diffeomorphisms of the (n+1)-dimensional manifold X= #p(S1 x Sn) for any n ≥ 3. Then we completely determine the group of pseudo-isotopy classes of homeomorphisms of X and extend to dimension n well-known theorems due to F. Laudenbach and V. Poenaru (1972,1973), and J. M. Montesinos (1979).
On Quadratic Forms in 3-Manifolds.
On quotients of complex surfaces under complex conjugation.
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 Regular Coverings of Links.
On Regular Homotopy of Branched Coverings of the Sphere.
On Representing Homology Classes of 4-Manifolds.
On rigid subsets of some manifolds