Abstract. Let D . n / be a non-decreasing sequence of positive real numbers tending to 1 with nC1 Ä n C1; 1 D 1: In the present paper, we introduce the notion of -statistical convergence of order˛, -statistical Cauchy sequences of order˛in random 2-normed spaces and obtain some results. We display examples which show that our method of convergence is more general in random 2-normed space.

In this article we define (λ, µ)−statistical summability and (V, λ, µ)− summability of orderα for double sequences and obtain some relations between these summability methods. We demonstrate examples which shows our method of summability is more general for double sequences.

No abstract

No abstract

No abstract