On absolute double summability methods with high indices
DOI:
https://doi.org/10.1515/ms-2021-0065Keywords:
double series, absolute Riesz summability, Hölder's inequalityAbstract
In a recent paper, [SARIGÖL, M. A.: Characterization of summability methods with high indices, Math. Slovaca 63 (2013), 1053–1058], the equivalence | C , 0 | k ⟺ | R , p n | k , k ≥ 1 was characterized for infinite single series. In the present paper, this result is extended to doubly summability a different approach.
Published
2021-12-10
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Section
Articles - Other topics