Statistical summability(C, 1) for sequences of fuzzy real numbers and a Tauberian theorem

Authors:
Y. Altin;M. Mursaleen;H. Altinok
Affiliations:
(Correspd. Email: yaltin23@yahoo.com (Y.Altin), mursaleenm@Gmail.Com (M. Mursaleen), hifsialtinok@Yahoo.Com (H. Altinok)) Department of Mathematics, Firat University, Elaziğ, Turkey;Department of Mathematics, Aligarh Muslim University, Aligarh, India;Department of Mathematics, Firat University, Elaziğ, Turkey
Venue:
Journal of Intelligent & Fuzzy Systems: Applications in Engineering and Technology
Year:
2010

Citing 9
Cited 2

On sequences of fuzzy numbers

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Lacunary Statistical and Lacunary Strongly Convergence of Generalized Difference Sequences of Fuzzy Numbers

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λ-Difference sequence spaces of fuzzy numbers

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Tauberian theorems for statistically convergent double sequences

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On λ-statistical convergence of difference sequences of fuzzy numbers

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On fuzzy real-valued double sequence space 2lpF

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On σ-uniform density and ideal convergent sequences of fuzzy real numbers

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Statistical convergence of order β for generalized difference sequences of fuzzy numbers

Journal of Intelligent & Fuzzy Systems: Applications in Engineering and Technology

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Abstract

Statistical convergence for sequences of fuzzy real numbers has been studied by various authors. In this paper we study the concept of statistical summability (C, 1) for fuzzy real numbers which for real numbers was introduced by Moricz [18]. We also construct some interesting examples.