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2019 | 132 | 270-276
Article title

On triple sequence spaces of χ^3 of rough λ-statistical convergence in probability defined by Musielak-Orlicz function of p- metric space

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EN
Abstracts
EN
In this paper we have introduced and studied some new classes of triple sequence spaces of χ^3 via rough λ- statistical convergence in probability using by Musielak-Orlicz functions. Furthermore we have discussed some inclusion properties of among these triple sequence spaces.
Discipline
Year
Volume
132
Pages
270-276
Physical description
Contributors
author
  • Department of Mathematics, Adiyaman University, 02040, Adiyaman, Turkey
  • Department of Mathematics, SASTRA University, Thanjavur - 613 401, India
author
  • Department of Mathematics, Adiyaman University, 02040, Adiyaman, Turkey
References
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  • A. Esi and E. Savas. On lacunary statistically convergent triple sequences in probabilistic normed space, Appl. Math. and Inf. Sci. 9 (5) (2015) 2529-2534
  • A. J. Dutta A. Esi and B.C. Tripathy. Statistically convergent triple sequence spaces defined by Orlicz function. Journal of Mathematical Analysis 4(2) (2013) 16-22
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  • H.X. Phu 2001. Rough convergence in normed linear spaces, Numerical Functional Analysis Optimization, 22, 201-224
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  • N. Subramanian and A. Esi, The generalized tripled difference of χ^3 sequence spaces, Global Journal of Mathematical Analysis, 3(2) (2015) 54-60
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  • A. Esi and S. Nagarajan. On some triple sequence spaces of X3. World Scientific News 95 (2018) 159-166
  • Ayhan Esi, N. Subramanian and Ayten Esi. The Multi Rough Ideal Convergence of Difference Strongly of X2 in p-Metric Spaces Defined by Orlicz Functions. Turkish Journal of Analysis and Number Theory, 5(3) (2017) 93-100
  • Ayten Esi, N. Subramanian and Ayhan Esi. Triple rough statistical convergence of sequence of Bernstein operators. Int. J. Adv. Appl. Sci. 4(2) (2017) 28-34
Document Type
short_communication
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Identifiers
YADDA identifier
bwmeta1.element.psjd-262df920-3b23-4c60-9a17-96ad4da1efe3
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