Fractional calculus operators connected with the product of generalized polynomials and incomplete I-functions

Abstract

Special functions and fractional calculus are significant in the study of differential equations and their solutions, and then as a result, they are linked to a broad variety of issues in science and engineering. The Marichev-Saigo-Maeda (MSM) fractional order differential and integral formulae for the combination of generalised Srivastava polynomials and incomplete I-functions are defined in this study. In addition, several special situations linked to Srivastava polynomials are noted for certain set of parameters. There are permissible interconnections drawn between the findings described in this article and those related with previously established known fractional integral operators.