Title of article :
Some Third-Order Modifications of Newton’s Method
Author/Authors :
Rahimi، Bijan نويسنده Department of Mathematics,Islamic Azad University, Takestan Branch,Takestan,Iran , , Ghanbari، Behzad نويسنده Faculty of science,Department of Mathematics,Islamic Azad University, Takestan Branch,Takestan,Iran , , Gholami Porshokouhi، Mehdi نويسنده Faculty of science,Department of Mathematics,Islamic Azad University, Takestan Branch,Takestan,Iran ,
Issue Information :
ماهنامه با شماره پیاپی سال 2011
Pages :
8
From page :
116
To page :
123
Abstract :
In this paper a new family of methods, free from second derivative, is presented. This new family of methods is constructed such that convergence is of order three and requires two require two evaluations of the function and first derivative per iteration. To illustrate the efficiency and performance of the new family of methods, several numerical examples are presented. Further numerical comparisons are made with several other existing third-order methods to show the abilities of the presented family of methods.
Keywords :
Nonlinear equations , Newtons Method , Iterative Methods
Journal title :
General Mathematics Notes
Journal title :
General Mathematics Notes
Record number :
2398821
Link To Document :
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