On the Solutions of Integral Equations of Fredholm type with Special Functions

In the present paper, we study the various useful methods of solving the one-dimensional integral equation of Fredholm type. We first solve an integral equation involving the product of multivariable Hfunction by the application of fractional calculus theory. Further the Fredholm integral equation involving the product of I-functions in the kernel is also considered by the Mellin transform techniques. The results obtained here are general in nature and capable of yielding a large number of results (new or known) hitherto scattered in the literature.