11 Jun
2015
11 Jun
'15
3:09 p.m.
This is an announcement for the paper "Strengthening of weak convergence for Radon measures in separable Banach spaces" by E. Ostrovsky and L. Sirota.
Abstract: We prove in this short report that for arbitrary weak converging sequence of sigma-finite Borelian measures in the separable Banach space there is a compact embedded separable subspace such that this measures not only are concentrated in this subspace but weak converge therein.
Archive classification: math.FA
Submitted from: leos@post.sce.ac.il
The paper may be downloaded from the archive by web browser from URL
http://front.math.ucdavis.edu/1505.06235
or