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on some new classes of i-convergent sequences in gnls
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نویسنده
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khan vakeel ,rahman zahid ,esi ayhan ,kumar amit
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منبع
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sahand communications in mathematical analysis - 2024 - دوره : 21 - شماره : 2 - صفحه:51 -67
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چکیده
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This paper is devoted to study $mathcal{i}$-convergent,$mathcal{i-}$null, $mathcal{i-}$bounded and bounded sequence spaces in gradual normed linear spaces, denoted by $c_{| cdot |_g} ^mathcal{i} ,c_{0 | cdot |_g} ^mathcal{i} ,ell_{infty | cdot |_g} ^mathcal{i}, ell_{infty | cdot|_g}, m_{| cdot |_g} ^mathcal{i}$ and $m_{0 | cdot |_g} ^mathcal{i}$ respectively. we discussed some algebraic and topological properties of these classes. also, we studied some inclusions involving these spaces.
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کلیدواژه
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gradual norm ,gradual normed liner space ,gradually i-convergent ,gradually i-cauchy ,gradually i-bounded
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آدرس
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aligarh muslim university, department of mathematics, india, patia university, faculty of education, department of mathematics, afghanistan, malatya turgut ozal university, engineering faculty, department of basic eng.sci.(math.sect.), turkey, aligarh muslim university, india
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پست الکترونیکی
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akumar@gmail.com
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Authors
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