Matrix transformations on fields of absolute weighted mean summability

Abstract

In the present paper, we characterize the classes of all triangular matrices, $ N-p N-q-k $ and $ N-p-k ,N-q $ for the case k 1, where $ N-p-k = a = a-n :-n = 1 theta-nk - 1 frac p-n p-n p-n - 1-v = 1n P-v - 1 a-v k, $ i.e., the set of series summable by absolute weighted mean summability method, and so extend the some well known results.