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Some Theorems on Absolute Norlund Summability
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Let Σ an be a given infinite series, with {Sn} as the sequence of nth partial sums. Let {pn} be a sequence of constants, real or complex, and we write
Pn = P0 + P1 + .... + Pn; P-1 = P-1 = 0.
The sequence-to-sequence transformation.
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