Open Access
Subscription Access
Open Access
Subscription Access
Application of Almost Increasing Sequence for Absolute Riesz |Ñ, Pα,βN;δ ; Γ|K Summable Factor
Subscribe/Renew Journal
In this paper, we have proved a general theorem dealing with absolute Riesz |Ñ, P?,?N;? ; ?|K summablility by applying an almost increasing sequence. Also, some known results are also deduced.
Keywords
Absolute summability, infinite series, quasi-f-power increasing sequence, generalized Cesaro summability.
Subscription
Login to verify subscription
User
Font Size
Information
- H. Bor, A new theorem on the absolute Riesz summability factors, Filomat, 28(8) (2014), 1537–1541.
- H. Bor, Some new results on infinite series and Fourier series, Positivity, 19(3) (2015), 467–473.
- H. Bor and H. Seyhan, On almost increasing sequences and its applications, Indian J. Pure Appl. Math., 30 (1999), 1041–1046.
- T. M. Flett, On an extension of absolute summability and some theorems of Littlewood and Paley, Proc. London Math. Sci., 3(1) (1957), 113–141.
- S. Sonker and A. Munjal, Absolute summability factor ? |C, 1; |k of Infinite series, Inter. J. Analysis Appl., 10(23), (2016), 1129–1136.
- S. Sonker and A. Munjal, Absolute ? |C, , ; |k summability of infinite series, J. Inequalities Appl., 168 (2017), 1–7.
- S. Sonker and A. Munjal, Application of quasi-f-power increasing sequences in Absolute ? |C, ; ; l|k summability, in Proc. International Conference for Computational Physics, Mathematics and Applications 2017.
- S. Sonker and A. Munjal, Absolute summability factor |N, pn|k of improper integral, Inter. J. Engg. and Tech., 9(3S) (2017), 457–462.
- S. Sonker and A. Munjal, Application of almost increasing sequence for absolute Riesz |Ñ, Pα,βN;δ ; Γ|K summable factor, Pertanika J. Sci. Tech., 262(2) (2018), 841–852.
Abstract Views: 182
PDF Views: 0