首页> 外文期刊>Journal of inequalities and applications >On some spaces of almost lacunary convergent sequences derived by Riesz mean and weighted almost lacunary statistical convergence in a real n -normed space
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On some spaces of almost lacunary convergent sequences derived by Riesz mean and weighted almost lacunary statistical convergence in a real n -normed space

机译:在实n范空间中由Riesz均值和加权几乎基态统计收敛的几乎基态收敛序列的某些空间

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In this paper, we introduce some new spaces of almost convergent sequences derived by Riesz mean and the lacunary sequence in a real n-normed space. By combining the definitions of lacunary sequence and Riesz mean, we obtain a new concept of statistical convergence which will be called weighted almost lacunary statistical convergence in a real n-normed space. We examine some connections between this notion with the concept of almost lacunary statistical convergence and weighted almost statistical convergence, where the base space is a real n-normed space. MSC:40C05, 40A35, 46A45, 40A05, 40F05.
机译:在本文中,我们介绍了由Riesz均值导出的几乎收敛序列的新空间和实n-范数空间中的基数序列。通过组合基数序列和Riesz均值的定义,我们获得了统计收敛的新概念,该概念将称为实n范空间中的加权几乎基数统计收敛。我们检查了这个概念与几乎是舍利的统计收敛和加权的几乎统计收敛的概念之间的一些联系,其中基础空间是一个实n范数空间。 MSC:40C05、40A35、46A45、40A05、40F05。

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