Generalised Ce\c{s}aro difference sequence space of non- absolute type

a.hamid ganie Ganie


It was Shiue [16], who have introduced the Cesaro sequence spaces of type $Ces_p$ and $Cep_\infty$. In view of Chiue, we shall introduce and study some properties of generalised Cesaro difference sequence space. We also examine some of their topological proterties.


Difference sequence, Cesaro sequence space; $BK$-space

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Eksakta: Journal of Sciences and Data Analysis

E-ISSN 2720-9326 and P-ISSN 2716-0459
Published by: 
Faculty of Mathematics and Natural Sciences
Universitas Islam Indonesia, Yogyakarta

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