Tauberian conditions for Statistical Convergence from Statistical Summability using Nörlund-Euler means in Non-Archimedean Fields

Eunice Jemima; Srinivasan Vaithinathasamy

Tauberian conditions for Statistical Convergence from Statistical Summability using Nörlund-Euler means in Non-Archimedean Fields

Authors

Eunice Jemima Department of Mathematics, Saveetha Engineering College, Thandalam, Chennai- 602105, India
Srinivasan Vaithinathasamy Professor of Mathematics(Retd.)

Keywords:

Non-archimedean fields, Nörlund-Euler means, statistical convergence, statistical summability (N,p,q)(E,1) method, Tauberian conditions.

Abstract

All through this research article, stands for a non-archimedean field which is both non-trivially valued and complete. Tauberian conditions for statistical convergence that arises from the fact of statistical summability by Nörlund method over has recently been investigated by us. We present here, the if and only if conditions for statistical convergence due to statistical summability by Nörlund-Euler methods over non-archimedean fields.

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Published

2024-09-27

How to Cite

Eunice Jemima, & Srinivasan Vaithinathasamy. (2024). Tauberian conditions for Statistical Convergence from Statistical Summability using Nörlund-Euler means in Non-Archimedean Fields. Journal of Computational Analysis and Applications (JoCAAA), 33(07), 1118–1123. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/1180