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On lacunary statistical convergence of double sequences in locally solid Riesz spaces

机译:关于局部实Riesz空间中双序列的幂论统计收敛

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In this paper, we introduce the concepts of lacunary statistical τ- convergence,lacunary statistical r-bounded and lacunary statistical r-Cauchy for double sequences by using the double lacunary density in the framework of locally solid Riesz spaces. We also introduce the notion of S*/θ (τ)-convergence of double sequences in this setup which seems to be a quite new and interesting idea and prove some interesting results related to these notions.
机译:在本文中,我们通过在局部实Riesz空间的框架中使用双腔数密度,介绍了双序列的腔数统计τ-收敛,腔数统计r-有界和腔数统计r-Cauchy的概念。在此设置中,我们还介绍了双序列的S * /θ(τ)收敛的概念,这似乎是一个相当新的有趣的想法,并证明了与这些概念相关的一些有趣结果。

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