Quasi-power increasing sequences enhance summability factors of series, indicating broader conditions for theorems.
In [16], we have proved two main theorems dealing with [Formula: see text] summability factors of infinite series and Fourier series, by using an almost increasing sequence. In this paper, we have obtained these theorems under weaker conditions by using a quasi-σ-power increasing sequence instead of an almost increasing sequence. Also, we achieved some new and known results.
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Hüseyın Bor (2026) studied this question.
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