Author(s):
1. Yashwant Singh:
Department of Mathematics, S.M.L. (P.G.) College, Jhunjhunu, Rajasthan, India
Abstract:
In the present paper an expansion formulae for a basic analogue I -function have been derived by the applications of the q -Leibniz rule for the type q -derivatives of a product of two functions. Expansion formulae involving a basic analogue of Fox's H -function, Meijer's G function and MacRobert's E -function have been derived as special cases of the main results. 8 ?? 1 - ( y x ) qn ?? ( x - y)v = xv ? ? ? , n=0 ?1 - ( y ) qv+n ? ? x ?
Page(s):
179-183
DOI:
DOI not available
Published:
Journal: Proceedings of Pakistan Academy of Sciences, Volume: 48, Issue: 3, Year: 2011
Keywords:
I function AMS SUBJECT CLASSFICATION
,
q Leibniz rule
,
33D60 and 26A33
,
Foxs H function
,
q integral operator
,
Weyl fractional
References:
References are not available for this document.
Citations
Citations are not available for this document.