CAPUTO-TYPE MARICHEV-SAIGO-MAEDA FRACTIONAL DERIVATIVE AND GENERAL CLASS POLYNOMIAL ASSOCIATED WITH S-FUNCTION

Abstract

In this paper, we study and discuss Caputo-type Marichev-Saigo-Maeda fractional derivative of the S-function defined by Saxena and Daiya [15]. A uniqueness theorem is defined for the S-function in term of generalized Wright hypergeometric function.  The results are also derived with the help of general class polynomial. Some special cases are also discussed in a closed and compact form