In this article, we define the notions of strongly I-deferred Cesàro summable and \(\mu \)-deferred I-statistical convergence for real sequences and also introduce their corresponding sequence spaces \(DC_{_{(p,q)}}^{I}\) and \(_\mu DS_{_{(p,q)}}^{I},\) respectively. Additionally, some properties, based results and relations among numerous spaces have been established under a few restrictions.

中文翻译：

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I-deferred 强 Cesàro summable 和 $$\mu $$ μ -deferred I-统计收敛序列空间

在本文中，我们定义了实序列的强I -deferred Cesàro summable 和\(\mu \) -deferred I -统计收敛的概念，并介绍了它们对应的序列空间\(DC_{_{(p,q)} }^{I}\)和\(_\mu DS_{_{(p,q)}}^{I},\)分别。此外，一些属性、基于结果和众多空间之间的关系已经在一些限制下建立。