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On Statistical Deferred A-Convergence of Uncertain Sequences

机译:关于统计延迟的不确定序列收敛

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摘要

In this paper, as a part of uncertain theory, we discuss various concepts of convergence and statistical convergence of complex uncertain sequences. Using uncertain variables, the convergence of uncertain sequences of complex numbers such as the idea of convergence in measure, convergence in mean, convergence in distribution and convergence uniformly almost surely via deferred Cesaro mean and a regular matrix A are introduced. Also, some relations among these convergence are established. Certain results on deferred statistical convergence of order alpha, (0 alpha = 1) for complex uncertain sequences are studied in detail.
机译:本文作为不确定理论的一部分,我们讨论了复杂不确定序列的各种会聚和统计收敛概念。 使用不确定的变量,介绍了诸如诸如测量中收敛的概念,平均收敛性,分布和收敛的收敛性的概念,几乎不确定通过延迟的Cesaro均值和常规矩阵A的收敛性的收敛性。 此外,建立了这些收敛之间的一些关系。 详细地研究了定量α的渗透统计收敛的某些结果,用于复杂不确定序列的阶数α(0&α= 1)。

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