Abstract
A series is said to be summable by Riemann's method of order k to S, or summable (R, k) to S, ifwhere k is a positive integer, and where we suppose thatis convergent for values of h in a neighbourhood of the origin.
Publisher
Cambridge University Press (CUP)
Cited by
29 articles.
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1. MORE ABOUT COMPLEX METHODS;Trigonometric Series;2003-02-06
2. CONVERGENCE AND SUMMABILITY ALMOST EVERYWHERE;Trigonometric Series;2003-02-06
3. INTERPOLATION OF LINEAR OPERATIONS. MORE ABOUT FOURIER COEFFICIENTS;Trigonometric Series;2003-02-06
4. TRIGONOMETRIC INTERPOLATION;Trigonometric Series;2003-02-06
5. CONTENTS;Trigonometric Series;2003-02-06