Degree of approximation of functions associated with Hardy-Littlewood series in the generalized Hölder metric

被引：0
作者：
G. Das
A. K. Ojha
B. K. Ray
机构：
[1] Utkal University,Department of Mathematics
[2] Vanivihar,Department of Mathematics
[3] Ravenshaw College,undefined
来源：
Proceedings of the Indian Academy of Sciences - Mathematical Sciences | 1998年 / 108卷
关键词：
Banach space; Hölder metric; generalized Hölder metric, infinite matrix; Hardy Littlewood series;
D O I：
暂无
中图分类号：
学科分类号：
摘要：
The paper studies the degree of approximation of functions associated with Hardy Littlewood series in the generalized Hölder metric.
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页码：109 / 120
页数：11
相关论文
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Das G(1996)Degree of approximation of functions by their Fourier series in the generalized Hölder metric Proc. Indian Acad. Sci. 106 139-153
[2]  
Ghosh T(1928)Notes on some points in the integral calculus (LXVI): The arithmetic mean of Fourier constant Messenger Math. 58 50-52
[3]  
Ray B K(1926)The allied series of Fourier series Proc. London Math. Sci. 24 211-246
[4]  
Hardy G H(1993)On the absolute convergence of Hardy-Littlewood series J. Orissa Math. Soc. 12-15 237-240
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Hardy G H(1975)Zur Konvergenz der Fourier reihen Hölder stetiger Funktionen Math. Nachr. 69 7-14
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Littlewood J E(1937)Trigonometrie approximation in the mean Duke Math. J. 3 529-543
[7]  
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