Approximation of Signal in Lebesgue Function by a System of Wavelets
Author:
S.P. YADAV and PREETI SINGH
Affiliation:
Asstt. Prof, LNCT Group, Indore (India)
Spreetisingh1418@gmail.com
Keyword:
Approximation of Legendre polynomials, Coifman wavelet system.
2010 Mathematics Subject Classification: 41A10, 41A25,42C40, 47L20
Issue Date:
April 2015
Abstract:
In the present paper, we study approximation of signal in Lebesgue function by a system of wavelet. Here wavelet i.e. in terms of Coifman wavelet system and signal is a function which is use in form of the Legendre polynomials. We have used Legendre polynomials, thus general case jacobi polynomials.
Pages:
ISSN:
2319-8052 (Online) - 2231-3478 (Print)
Source:
DOI:
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Copy the following to cite this article:
S.P. YADAV and PREETI SINGH, "Approximation of Signal in Lebesgue Function by a System of Wavelets", Journal of Ultra Scientist of Physical Sciences, Volume 27, Issue 1, Page Number , 2016Copy the following to cite this URL:
S.P. YADAV and PREETI SINGH, "Approximation of Signal in Lebesgue Function by a System of Wavelets", Journal of Ultra Scientist of Physical Sciences, Volume 27, Issue 1, Page Number , 2016Available from: http://www.ultraphysicalsciences.org/paper/315/
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