On the number of triple points of an immersed surface with boundary.
On the obstruction group in homology surgery
On the Orbit Structures of SU (n)-Actions on Manifolds of the Type of Euclidean, Spherical or Projective Spaces.
On the Ozsváth-Szabó invariant of negative definite plumbed 3-manifolds.
On the corresponding to bialgebras
On the Pham example and the universal topological stratification of singularities
On the placement problem of Reeb components.
On the planarity of 2-complexes
On the Polynomials of Periodic Links.
On the -deformed Heisenberg uncertainty relations and discrete time
The opportunity for verifying the basic principles of quantum theory and possible -deformation appears in quantum cryptography (QC) – a new discipline of physics and information theory.The author, member of the group of cryptology of Praha, presents in this paper the possibility to verify the -deformation of Heisenberg uncertainty relation -deformed QM and possible discretization on the base of a model presented in the fourth section.In the seven sections, the author discusses these problems....
On the Rank of Abelian Groups Acting Freely on (Sn)k.
On the Realization of Certain Modules over the Steenrod Algebra.
On the Reidemeister torsion of rational homology spheres.
On the relationships between shape properties of subcompacta of and homotopy properties of their complements
On the relative Schoenflies theorem.
On the residual properties of link groups.
On the rho invariant for manifolds with boundary.
On the scarcity of tame disks in certain mild cells
On the secondary classes of foliations with trivial normal bundles.
On the Segal conjecture for compact Lie groups.