An operational approach with Pade approximant for the numerical solution of non-linear Fredholm integro-differential equati

In this paper we extend the operational adomiantau method with pade approximant for thenumerical solution of non-linear fredholm integro-differential equations. to this end, we will presentour method based on two simple matrices. then unknown solution of the considered equation will bedetermined by using computational aspects of these matrices. also we will use pade approximant toimprove accuracy of the method. finally we demonstrate the method by numerical examples.