O pátém Hilbertově problému (existence struktury Lieovy grupy na lokálně euklidovské topologické grupě)
On complex structures in 8-dimensional vector bundles.
On extendability of invariant distributions
In this paper sufficient conditions are given in order that every distribution invariant under a Lie group extend from the set of orbits of maximal dimension to the whole of the space. It is shown that these conditions are satisfied for the n-point action of the pure Lorentz group and for a standard action of the Lorentz group of arbitrary signature.
On the extensions of infinite-dimensional representations of Lie semigroups.
On the homology of Lie groups made discrete.
On the homology of SL..., a complement.
On the integration theorem for Lie groupoids
One Parameter Subgroups and Nonstandard Analysis.
Operators with shift generating by a compact Lie group.
Orbit spaces, Quillen's Theorem A and Minami's formula for compact Lie groups
Let G be a compact Lie group. We present a criterion for the orbit spaces of two G-spaces to be homotopy equivalent and use it to obtain a quick proof of Webb’s conjecture for compact Lie groups. We establish two Minami type formulae which present the p-localised spectrum as an alternating sum of p-localised spectra for subgroups H of G. The subgroups H are calculated from the collections of the non-trivial elementary abelian p-subgroups of G and the non-trivial p-radical subgroups of G. We...