“…Functional-link NNs [17][18][19], which show less computational complexity and faster convergence, have been implemented for performing the tasks of system identification and control in many nonlinear systems. Recently, combinations of Laguerre functional expansions and NNs, which have been used for highly nonlinear approximation, identification, compensation, and control of systems, have been proposed [20][21][22][23][24]. Aadaleesan et al [20] proposed a combination of a Laguerre filter and a wavelet network to approximate a memoryless nonlinearity.…”