On the degree of approximation to a function by (N, p, q)k (C,1) means of its Fourier Laguerre Series
Author:
*V.N. TRIPATHI, **AMIT GUPTA and ***YOGESH PATHAK
Affiliation:
*Associate Professor in Mathematics, SBPG College, Baragaon, Varanasi (INDIA)
**Reader in Mathematics, Sri Chhotu Ram Engineering and Technology, University Campus, Meerut (INDIA)
***Research Scholar in Mathematics, SBPG College, Baragaon, Varanasi (INDIA)
Keyword:
Fourier Laguerre Series
Issue Date:
April 2012
Abstract:
Superimposing the Nölund mean on Cesáro mean of order one, Singh and Khare3 have studied the degree of approximation to a function by Cesáro-Nörlund mean of its Fourier Laguerre series under certain conditions.
Pages:
ISSN:
2319-8044 (Online) - 2231-346X (Print)
Source:
DOI:
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*V.N. TRIPATHI, **AMIT GUPTA and ***YOGESH PATHAK, "On the degree of approximation to a function by (N, p, q)k (C,1) means of its Fourier Laguerre Series", Journal of Ultra Scientist of Physical Sciences, Volume 24, Issue 1, Page Number , 2016Copy the following to cite this URL:
*V.N. TRIPATHI, **AMIT GUPTA and ***YOGESH PATHAK, "On the degree of approximation to a function by (N, p, q)k (C,1) means of its Fourier Laguerre Series", Journal of Ultra Scientist of Physical Sciences, Volume 24, Issue 1, Page Number , 2016Available from: https://www.ultrascientist.org/paper/466/
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