Abstract
The Lipschitz class of functions was introduced by McFadden
while Zygmund developed the method of trigonometric approximation of
periodic functions and their Fourier series. Recently, researchers have established many results on different product summability transformations
for approximating Fourier series and their conjugate series of periodic
functions of different Lipschitz classes. However, in the present article
we established a result for approximating conjugate series of a signal of
class Lip(β, p) by the product of Euler and matrix summability.
Rama Chandra Padhy, Birupakhya Padhy, Padmanava Samanta, Mahendra Misra, Umakanta Misra. (2019) An Application of Product Summability to Approximating the Conjugate Series of a Special Class of Signals, Punjab University Journal of Mathematics, Volume 51, Issue 7.
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