Title of article
An Iterative Method with Six-Order Convergence for Solving Nonlinear Equations
Author/Authors
Matinfar, M. university of mazandaran, بابلسر, ايران , Aminzadeh, M. university of mazandaran, بابلسر, ايران
From page
45
To page
51
Abstract
Modifi cation of Newtons method with higher-order convergence is presented.The modifi cation of Newtons method is based on Front n is three-order method The new method requires two-step per iteration. Analysis of convergence demonstrates that the order of convergence is 6. Some numerical examples illustrate that the algorithm is more effi cient and performs better than classical Newtons method and other methods.
Keywords
Nonlinear Equation , Iterative Method , Two , Step , Convergence Order , Effi ciency Index ,
Journal title
International Journal of Mathematical Modelling and Computations
Journal title
International Journal of Mathematical Modelling and Computations
Record number
2748877
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