? A STUDY ON THE TAYLOR_CESàRO PRODUCT SUMMABILITY METHOD OF FOURIER SERIES

Dr. S. K. Tiwari; Vinita Sharma

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? A STUDY ON THE TAYLOR_CESàRO PRODUCT SUMMABILITY METHOD OF FOURIER SERIES

机译：？ Fourier级数TAYLOR_CESàRO产品相似度方法的研究。

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In the present paper, we will study on the (TnC2) product summability method of Fourier series under the general condition. In this paper we will prove a new theorem on the degree of approximation of function belonging to lip a class by (Tn C2) means of its Fourier series.

机译：在本文中，我们将研究一般条件下傅里叶级数的（TnC2）乘积可积性方法。在本文中，我们将利用傅立叶级数的（Tn C2）手段证明属于唇类的函数的逼近度的新定理。

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《International Research Journal of Pure Algebra》 |2014年第12期|共页
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Dr. S. K. Tiwari; Vinita Sharma;
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中图分类代数、数论、组合理论;
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1. Absolute summability of a fourier series and its derived series by a product method [J] . H. P. Dikshit Journal of the Australian Mathematical Society . 2009,第4期

机译：乘积法的傅里叶级数及其派生级数的绝对可积
2. Absolute summability of a fourier series and its derived series by a product method [J] . H. P. Dikshit Journal of the Australian Mathematical Society . 2009,第4期

机译：乘积法的傅里叶级数及其派生级数的绝对可积
3. A Study On (H, 1)(E, q) Product Summability Of Fourier Series And Its Conjugate Series [J] . Sheela Verma Mathematical Theory and Modeling . 2017,第5期

机译：Fourier级数及其共轭级数的（H，1）（E，q）乘积和研究
4. A Study on Degree of Approximation of a Function Belonging to Weighted w(l_r,ξ(t)) Class by Product Summability of Fourier Series [C] . Kusum Sharma, S. S. Malik International Conference on Advances in Basic Sciences . 2019

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5. New Message Passing Methods for Min-Max and Sum-Product Inference [D] . Srinivasa, Christopher. 2018

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6. Fourier series of sums of products of ordered Bell and poly-Bernoulli functions [O] . Taekyun Kim, Dae San Kim, Dmitry V Dolgy, -1

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7. Linear Methods for Summing Fourier Series and Approximation Properties of Fourier Series in Weighted Lebesgue Spaces with Variable Exponent [O] . Ahmet TESTİCİ, Daniyal M. İSRAFİLZADE 2021

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8. Equivalence Between the Methods Involving Fourier Series and the Poisson's Summation Formula and Evaluation of a Class of Lattice Sums in Arbitrary Dimensions [R] . Dias, M., Chaba, A. N. 1985

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? A STUDY ON THE TAYLOR_CESàRO PRODUCT SUMMABILITY METHOD OF FOURIER SERIES

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