CERTAIN FINITE INTEGRAL FORMULAS PERTAINING TO THE PRODUCT OF A GENERALIZED BESSEL-MAITLAND FUNCTION AND JACOBI POLYNOMIAL

The main object of this paper is to evaluate certain finite single and double integral formulas involving the product of a generalized Bessel-Maitland function and the classical Jacobi polynomial. The outcomes of proposed integrals are expressed in terms of the well-known Srivastava and Daoust function. Several interesting special integrals are obtained as the particular cases of the results established in the present investigation.