On Indexed Riesz Summability of an Infinite Series
Abstract
Generalizing the results of Seyhan and Misra et al. a theorem on indexed-Reisz summability has been established.
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References
Bor,H. (1975), A Note on the Summability methods, Math.Proc. of Cambridge Phil. Doc.,Vol 97 (1975),pp:147-149.
Flett,T.M. (1957), On an extension of absolute Summability and some theorem of Littlewood and Pabey, Proc. Lond.Math. Soc. , 7, pp: 113-141.
Misra, U.K., Panda, S.P., and Panda, S.P. (2010), A theorem on
k n N, p summabilty of infinite series,
Journal. Of Comp. and Math. Soc., Vol. 1(2), pp: 103-110.
Misra, U.K., Padhy, B.P., and Bisoyi, D. (2014), A theorem on
k n N, p summabilty of infinite series, International Journal of Mathematical Sciences and Humanities(International eJournal),c., 112 ,pp: 1209-1220.
Seyhan, H. (1995), The absolute Summability methods, Ph.D Thesis,Kayseri, pp:01-57.
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