Some Transforms of the Fractional Integral Operators Involving General Polynomial, Multivariable Mittage-Leffler Function and Modified I-Function of Two Variables

In literature, a lot of remarkable pathway type fractional integral operators whose integrand include various special functions have been given. In this paper, first we establish two theorems involving the composition of Srivastava’s polynomial, multivariable Mittage-Leffler function and modified I-function of two variables with the pathway type fractional integral operators. In the next section we shall obtain some transforms like Beta, Laplace, Hankel, Verma and K-transforms of the composition of Srivastava’s polynomial, multivariable Mittage-Leffler function and modified I-function of two variables with the pathway type fractional integral operators.

Keywords

Beta transform, Srivastava's polynomial, Verma Transform, Laplace transform, multivariable Mittage-Leffler function, https://internationaljournalsiwan.com/applied-science-volume-XXIII-no.4.php, Hankel transform, K-transform, Pathway type fractional integral operators, modified I-function

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