### Some properties of strongly and weakly divisible statistical structures in a Banach space of measures

**G. Sokhadze, Z. Zerakidze**

*Theory of Stochastic Processes*

*Vol.16 (32), no.2, 2010, pp.120-125*

Some properties of divisible statistical structures in a Banach space of measures are considered. Linear functionals of the integral type on the Banach space of measures are defined, and the criteria of weak and strong divisibilities of statistical structures are given in terms of such sets of functionals.