On lacunary statistical convergence of order β of difference sequences of fractional order

N. D. Aral, M. Et
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引用次数: 7

Abstract

The purpose of this paper is to introduce the concepts of Δα-lacunary statistical convergence of order β (0 < β ≤ 1) with the fractional order of α and Δα-lacunary strongly convergence of order β with the fractional order of α. We establish some connections between Δα-lacunary strongly convergence of order β and Δα-lacunary statistical convergence of order β.The purpose of this paper is to introduce the concepts of Δα-lacunary statistical convergence of order β (0 < β ≤ 1) with the fractional order of α and Δα-lacunary strongly convergence of order β with the fractional order of α. We establish some connections between Δα-lacunary strongly convergence of order β and Δα-lacunary statistical convergence of order β.
分数阶差分序列阶β的间隙统计收敛性
本文的目的是引入Δα-lacunary阶β (0 < β≤1)与α分数阶的统计收敛和Δα-lacunary阶β与α分数阶的强收敛的概念。建立了Δα-lacunary阶β的强收敛性与Δα-lacunary阶β的统计收敛性之间的联系。本文的目的是引入Δα-lacunary阶β (0 < β≤1)与α分数阶的统计收敛和Δα-lacunary阶β与α分数阶的强收敛的概念。建立了Δα-lacunary阶β的强收敛性与Δα-lacunary阶β的统计收敛性之间的联系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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