Finite Integrals and Fourier Series Involving General Polynomial, Multivariable Mittage-Leffler Function and Modified I-Function of Two Variables

       In literature, a lot of remarkable finite and infinite integral formulas and fourier series involving various special functions have been given. In this paper, first we evaluate three finite integrals which involve Srivastava’s polynomials, multivariable Mittage-Leffler function and modified I-function of two variables. In the next section, with the help of these integrals we shall obtain three fourier series. Our results are believed to be new in the literature. On account of general nature of our findings, a large number of new and known results follow as special cases of our findings.