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On difference ideal convergence of double sequences in random 2-normed spaces

$icon-email$ Bipan Hazarika

Abstract

An ideal $I$ is a family of subsets of positive integers $N$ which is closed under taking finite unions and subsets of its elements. We define and study the notions of $Δ^{n}$ -ideal convergence and $Δ^{n}$ -ideal Cauchy double sequences in random $2$ -normed spaces, and prove some interesting theorems.

Acta Mathematica Vietnamica

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On difference ideal convergence of double sequences in random 2-normed spaces

Abstract