Title of article :
A two-parameter family of second-order iterative methods for solving non-linear equations
Author/Authors :
Ezzati, R islamic azad university - Department of Mathematics, ايران , Azadegan, E islamic azad university - Department of Mathematics, ايران
Abstract :
In this paper, we suggest and analyze a family of iterative methods for solvingn on-linear equations f(x) = 0, that it can derive the Newton’s method. It is shown that the order of convergence of this methods is two or higher. Several numerical examples are given to illustrate the performance of the presented methods.
Keywords :
Newton’s method , Iterative methods , Non , linear equations , Order ofconvergence , Chebyshev’s method
Journal title :
Mathematical Sciences
Journal title :
Mathematical Sciences
