RO EN
Spaces, mappings and compact subsets.
Authors: Chonan Mitrofan M.
Abstract
We study analytic subsets and spaces of measures. It is proved that every sieve-complete space is a Prohorov space and that every non σ-scattered analytic subset of a sieve-complete space contains a compact perfect subset. We study the spaces with Prohorov and Skorokhod properties too. It is also shown that the property to be a Prohorov space is not preserved by open compact continuous mappings.E-mail:
Contents
- Spaces, mappings and compact subsets.
- Theory of simple and multiple antisymmetry - a survey.
- Global pullback attractors of ℜ-analytic cocycles.
- Solution of the problem of the centre for cubic differential system with three invariant straight lines two of which are parallel.
- One-dimensional model of gas combustion.
- Remainders of some spaces.
- On the semisimple classes of left hereditary radicals.
- On some bijections between ideals, classes of modules and preradicals of R-mod.
- Topologies on functional spaces.
- Loops transversals in Sb to Stab(Sn) and coordinatizations of projective planes.
