METODE BERTIPE NEWTON ORDE ENAM UNTUK MENYELESAIKAN SISTEM PERSAMAAN NONLINEAR

Abstract

This article discusses Newton type method for solving nonlinear equation systems introduced by Wang and Li [Algorithms, 10 (2017), 1-9]. Through convergence analysis it is shown that this Newton type method has a six-order convergence. By computational cost this method requires one LU decomposition in each iteration, so this method can be said to be efficient in computing. Therefore, The Newton sixth order type method can be used as an alternative to solve nonlinear systems of equations.