SU\G(𝔸)/K·U

A study of the matrix method of summability of the trigonometrical series

P. L. Sharma, P. D. Kathal

Type: Article

Publication Date: 1970-09-01

Citations: 1

DOI: https://doi.org/10.1007/bf02845956

Locations

  • Rendiconti del Circolo Matematico di Palermo Series 2 - View

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Works That Cite This (1)

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+ Matrix summability of Fourier series based on inclusion theorems, II 1988 Β. E. Rhoades

Works Cited by This (24)

Action Title Year Authors
+ Infinite Matrices and Sequence Spaces 1951 P. Vermes
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+ On a theorem of Fej�r 1954 Jamil A. Siddiqi
+ PDF Chat Summability of a class of Fourier series 1960 G. M. Petersen
+ On Riesz Summability of Fourier Series<sup>*</sup> 1942 Fu Traing Wang
+ A Remark on (<i>C</i> ) Summability of Fourier Series<sup>†</sup> 1947 Fu Traing Wang
+ The fourier coefficients of continuous functions of bounded variation 1961 Jamil A. Siddiqi
+ PDF Chat On the behavior of Fourier coefficients 1954 R. Mohanty
M. Nanda
+ PDF Chat On a sequence of Fourier coefficients 1959 O. P. Varshney
+ PDF Chat A contribution to the theory of divergent sequences 1948 G. G. Lorentz
+ PDF Chat Notes on Fourier analysis (XXXIX): Theorems concerning Cesàro summability 1950 Shin‐Ichi Izumi
Gen-ichirĂ´ Sunouchi