FRACTIONAL CALCULUS PERTAINING TO MULTIVARIABLE A-FUNCTION.

In this paper we study a pair of unified and extended fractional integral operator involving the multivariable A-function, A-function and general class of multivariable polynomials. During this study, we establish five theorems pertaining to Mellin transforms of these operators. Furthers, some properties of these operators have also been investigated. On account of the general nature of the functions involved herein, a large number of (known and new) fractional integral operators involved simpler functions can be obtained. We will quote the particular cases concerning multivariable H-function and the Srivastava-Daoust polynomial. [ABSTRACT FROM AUTHOR]