Relations on some Summability Methods
Copyright policy )Relations on some Summability Methods
In this paper we prove a new result connecting the summability methods | N ¯ , p n | k |\overline N ,{p_n}{|_k} with either | N , q n | k |N,{q_n}{|_k} or | N , ¯ w n | k |\overline {N,} {w_n}{|_k} for given sequences { p n } , { q n } \{ {p_n}\} ,\,\{ {q_n}\} , and { w n } \{ {w_n}\} of positive real constants. Several results, some of them known, are deduced.
- University of Mosul Iraq
Matrix methods for summability, Cesàro, Euler, Nörlund and Hausdorff methods, summability methods, absolutely summable series, Cesàro mean, Special methods of summability, \(\varphi - | C, \alpha |_ k\) summability, infinite series, Absolute and strong summability
Matrix methods for summability, Cesàro, Euler, Nörlund and Hausdorff methods, summability methods, absolutely summable series, Cesàro mean, Special methods of summability, \(\varphi - | C, \alpha |_ k\) summability, infinite series, Absolute and strong summability
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