On an integral involving $\overline{I}$-function
Commun. Korean Math. Soc.
Published online July 26, 2021
VILMA D' SOUZA and SHANTHA KUMARI K
A J Institute of Engineering and Technology; A J Institute of Engineering and Technology
Abstract : In this paper, an interesting integral involving the $\overline{I}$ - function of one variable introduced by Rathie has been derived. Since $\overline{I}$ - function is a very generalized function of one variable and includes as special cases many of the known functions appearing in the literature, several integrals can be obtained by reducing the $\overline{I}$ function of one variable to simpler special functions by suitably specializing the parameters. A few special cases of our main results are also discussed.
Keywords : I-function, $\overline{I}$ - function, Mellin-Barnes Contour integral, H-function, integral
MSC numbers : 33C20, 33C60
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