Some generalized statistical convergent sequence spaces of fuzzy numbers via ideals

descriptionPublicationkeyboard_double_arrow_right Article 01 May 2013Publisher:Natural Sciences PublishingJournal:Mathematical Sciences Letters, volume 2, pages 151-154 (issn: 2090-9616, eissn: 2090-9624,

Authors: Shyamal Debnath; Jayanta Debnath;

doi: 10.12785/msl/020209

Some generalized statistical convergent sequence spaces of fuzzy numbers via ideals

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Abstract

In this article we introduce the sequence spaces F c I(S) and F c I(S) 0 of fuzzy numbers defined by I-statistical convergence using a difference operator. We study some basic topological and algebraic properties of these spaces. We also investigate the relations related to this spaces and some of their properties viz. solidity, symmetry, c onvergence free etc. and prove some inclusion results.

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