Statistically Convergent and Cesàro Summable Double Sequences of Fuzzy Real Numbers by Binod (original) (raw)

2007

Abstract

In this article we introduce the notion of different types of statistically convergent and statistically null fuzzy real-valued double sequence spaces. We study their different properties like solidness, symmetric, convergence free, sequence algebra etc. The fuzzy real-valued Cesàro summable double sequence space is introduced. A relation between strongly p-Cesàro summability and bounded statistically convergent double sequences has been established.

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