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- W2105152459 abstract "Our main object in this note is to establish (Theorem 1) a necessary and sufficient condition to be satisfied by a sequence {en} so that a series Σ an enmay be summable | A |whenever the series Σanis summable (C, — 1). We suppose that an and en are complex numbers. The condition is unchanged if the an are restricted to be real, but our proof is adapted to the case where they may be complex. Theorem 1 has been quoted by Bosanquet and Chow [12] in order to fill a gap in the theory of summability factors. We also obtain some related results, which are discussed in the Appendix." @default.
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- W2105152459 date "1957-06-01" @default.
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- W2105152459 title "A note on summability factors" @default.
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- W2105152459 doi "https://doi.org/10.1112/s0025579300001066" @default.
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