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A Study on Degree of Approximation of a Function Belonging to Weighted w(l_r,ξ(t)) Class by Product Summability of Fourier Series

机译:傅立叶系列产品可比性研究属于W(L_R,ξ(T)类别的函数的近似程度研究

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摘要

In the present paper, a known theorem ofNigam and Sharma (2011) dealing with the degree of approximation of a function belonging to Lip(ξ(t),r)-class by (N, p,q)(E,1) product summability of Fourier series has been generalized for the weighted W(L_r,ξ(t)) -class. Our result is in more general form of the theorem ofNigam and Sharma (2011).
机译:在本文中,已知的Nigam和Sharma(2011)的定理,处理属于唇缘(ξ(t),r)-class(n,p,q)(e,1)产品的功能的近似程度傅立叶系列的可比性已经广泛地为加权W(L_R,ξ(T)) - CLASS。我们的结果是Nigam和Sharma(2011)的定理更普遍。

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