In [4] we extended an interesting theorem of Medvedeva [5] pertaining to the embedding relation where denotes the set of functions of -bounded variation, which is encountered in the theory of Fourier trigonometric series. Now we give a further generalization of our result. Our new theorem tries to unify the notion of -variation due to Young [6], and that of the generalized Wiener class due to Kita and Yoneda [3]. For further references we refer to the paper by Goginava [2].
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