Abstract
Denote by the sequence space defined by for . In a recent paper by E. Savas and H. Sevli (2007), they proved every Cesaro matrix of order , for , for . In this paper, we consider a further extension of absolute Cesaro summability.
Highlights
Let av denote a series with partial sums sn
Let σnα denote the nth term of the Cesaro mean of order α of a sequence sn ; that is, σnα
Let τnα denote the nth term of the Cesaro mean of order α α > −1 of the sequence nan ; that is, τnα
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Summary
Denote by Ak the sequence space defined by Ak
Sevli 2007 , they proved every Cesaro matrix of order α, for α > −1, C, α ∈ B Ak for k ≥ 1. We consider a further extension of absolute.
Introduction
The Main Results
Enα r n
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