Approximation of Periodic Functions by Wavelet Fourier Series
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Published:2024-04-08
Issue:
Volume:22
Page:61
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ISSN:2291-8639
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Container-title:International Journal of Analysis and Applications
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language:
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Short-container-title:Int. J. Anal. Appl.
Author:
Karanjgaokar Varsha,Rahatgaonkar Snehal,Rathour Laxmi,Mishra Lakshmi Narayan,Mishra Vishnu Narayan
Abstract
This paper aims to examine the expansion of periodic functions using wavelet bases. M. Skopina [8] obtained a Wavelet analog of the classical Jackson’s theorem for trigonometric approximation. Our result generalizes the result of M. Skopina [8] and V. Karanjgaokar et al. [15].
Publisher
SCIK Publishing Corporation