Author:Â Munmun Nath, Bijan Nath, Santanu RoyÂ
Abstract: In this article, the notion of different types of statistically convergent and statistically null fuzzy real-valued sequences having multiplicity greater than two are introduced. We make an effort to prove some algebraic and topological properties of these spaces such as solid, monotone, symmetric, convergence free, sequence algebra etc. Also fuzzy real-valued Cesáro summable triple sequence space is introduced. Moreover a relation between strongly p-Cesáro summability and bounded statistically convergent triple sequences has been established.
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