A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability Factor

A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability Factor

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A positive non-decreasing sequence has been used to establish a theorem on a minimal set of sufficient conditions for an infinite series to be absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ summable. For some well-known applications, suitable conditions have been applied on the presented theorem for...

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Bibliographic Details
Main Authors: Smita Sonker, Xh. Z. Krasniqi, Alka Munjal
Format: Article
Language:English
Published: Etamaths Publishing 2017-09-01
Series:International Journal of Analysis and Applications
Online Access:http://etamaths.com/index.php/ijaa/article/view/1349
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spelling doaj-6dd2dcd4110548d58803790bdfeb62102021-08-26T13:44:38ZengEtamaths PublishingInternational Journal of Analysis and Applications2291-86392017-09-01151108113266A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability FactorSmita SonkerXh. Z. KrasniqiAlka MunjalA positive non-decreasing sequence has been used to establish a theorem on a minimal set of sufficient conditions for an infinite series to be absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ summable. For some well-known applications, suitable conditions have been applied on the presented theorem for obtaining the sub-result of the presented theorem.http://etamaths.com/index.php/ijaa/article/view/1349
collection DOAJ
language English
format Article
sources DOAJ
author Smita Sonker
Xh. Z. Krasniqi
Alka Munjal
spellingShingle Smita Sonker
Xh. Z. Krasniqi
Alka Munjal
A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability Factor
International Journal of Analysis and Applications
author_facet Smita Sonker
Xh. Z. Krasniqi
Alka Munjal
author_sort Smita Sonker
title A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability Factor
title_short A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability Factor
title_full A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability Factor
title_fullStr A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability Factor
title_full_unstemmed A Note on Absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ Summability Factor
title_sort note on absolute cesaro $\varphi-|c, 1; \delta; l|_k$ summability factor
publisher Etamaths Publishing
series International Journal of Analysis and Applications
issn 2291-8639
publishDate 2017-09-01
description A positive non-decreasing sequence has been used to establish a theorem on a minimal set of sufficient conditions for an infinite series to be absolute Cesaro $\varphi-|C, 1; \delta; l|_k$ summable. For some well-known applications, suitable conditions have been applied on the presented theorem for obtaining the sub-result of the presented theorem.
url http://etamaths.com/index.php/ijaa/article/view/1349
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AT xhzkrasniqi anoteonabsolutecesarovarphic1deltalksummabilityfactor
AT alkamunjal anoteonabsolutecesarovarphic1deltalksummabilityfactor
AT smitasonker noteonabsolutecesarovarphic1deltalksummabilityfactor
AT xhzkrasniqi noteonabsolutecesarovarphic1deltalksummabilityfactor
AT alkamunjal noteonabsolutecesarovarphic1deltalksummabilityfactor
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