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In this paper the ideas of three types of statistical convergence of a sequence of random variables, namely, statistical convergence in probability, statistical convergence in mean of order and statistical convergence in distribution are introduced and the interrelation among them is investigated. Also their certain basic properties are studied.
We give some new properties of the space and we apply them to the σ-core theory. These results generalize those by Choudhary and Yardimci.
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