Abstract
1. Introduction. Given a series we define , by the relationsThe series Σan is said to be summable (C, k) to the sum s, ifas n→∞, and strongly summable (C, k), k>0, with index p, to the sum s, or summable [C; k, p] to the sum s, if
Publisher
Cambridge University Press (CUP)
Subject
Applied Mathematics,General Mathematics
Reference10 articles.
1. Hyslop J. M. , Proc., Glasgow Math. Assoc., I., p. 16.
2. Hardy G. H. and Riesz M. , The General Theory of Dirichlet Series (Cambridge Tract, No. 18), 27.
3. On the absolute summability of series by Rieszian means
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