On diffeomorphisms deleting weak compacta in Banach spaces
We prove that if X is an infinite-dimensional Banach space with smooth partitions of unity then X and X∖ K are diffeomorphic for every weakly compact set K ⊂ X.
On distinguished representative domains
On Embedded 2-Spheres in 3-Manifolds.
On equivariant maps between Stiefel manifolds.
On foliations in Sikorski differential spaces with Brouwerian leaves
The class of locally connected and locally homeomorphically homogeneous topological spaces such that every one-to-one continuous mapping of an open subspace into the space is open has been considered. For a foliation F [3] on a Sikorski differential space M with leaves having the above properties it is proved that for some open sets U in M covering the set of all points of M the connected components of U ∩ L̲ in the topology of M coincide with the connected components in the topology of L for L∈...
On foliations of ... By minimal hypersurfaces.
On foliations of differential spaces
On foliations with coregular factor mapping
On foliations with leaves satisfying some geometrical conditions [Book]
On for dimensional s-cobordisms, II.
On Formal Groups and Singularities in Complex Corbordism Theory.
On Four Dimensional Surgery and Applications
On Framed Cobordism Classes Representable on a Fixed Manifold.
On Gauss-Bonnet curvatures.
On -G-foliations
On graded bundles and their geometry
On Handlebody Structures for Hypersurfaces in C3and CP3.
On homology of real algebraic sets.
On Homotopy Invariance of Higher Signatures.
On immersions in bordism classes.