Generalized Fractional Differintegral Operators of the K-Series

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Generalized Fractional Differintegral Operators of the K-Series

Abstract: Abstract. In the present paper, we further study the generalized fractional differintegral (integral and differential) operators involving Appell's function F3 introduced by Saigo-Maeda [9], and are applied to the K-Series defined by Gehlot

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<i>S</i>-function associated with fractional derivative and double Dirichlet average

<i>S</i>-function associated with fractional derivative and double Dirichlet average

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