This paper examines the connection between strong p-Cesàro summability and the convergence of statistical means, employing a statistical convergence approach to establish a unified relationship that extends existing results in summability theory. It offers new insight and clarifies key concepts, providing a deeper understanding of summability processes and their mathematical applications.

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On the Relationship Between Strong p-Cesàro Summability and Convergence of Statistical Means

  • Sandeep Gupta,
  • Sumit Goel

摘要

This paper examines the connection between strong p-Cesàro summability and the convergence of statistical means, employing a statistical convergence approach to establish a unified relationship that extends existing results in summability theory. It offers new insight and clarifies key concepts, providing a deeper understanding of summability processes and their mathematical applications.