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首页> 外文期刊>Acta Ciencia Indica >DEGREE OF APPROXIMATION OF FUNCTION BELONGING TO WEIGHTED (L_r,ξ(t)) CLASS BY (E,q)(N,P_n~γ)-SUMMABILITY MEANS OF IT'S CONJUGATE FOURIER SERIES
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DEGREE OF APPROXIMATION OF FUNCTION BELONGING TO WEIGHTED (L_r,ξ(t)) CLASS BY (E,q)(N,P_n~γ)-SUMMABILITY MEANS OF IT'S CONJUGATE FOURIER SERIES

机译:(共轭傅立叶级数的(E,q)(N,P_n〜γ)-加权平均值对加权(L_r,ξ(t))类的泛函逼近度

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摘要

In this research paper, we have proved a theorem on degree of approximation of a function belonging to weighted Lipischitz class by product summability means of it's conjugate Fourier series.
机译:在本研究中,我们证明了通过共轭傅立叶级数的乘积可积性,加权的Lipischitz类函数的逼近度定理。

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