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# Browsing Mathematics by Subject "Newton’s method"

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• (2016-02-04)
This article discusses the iterative method by combining two Newton’s methods where the second step of Newton’s method is given a weighted function. By pro- viding specific requirements for this weighting function, it ...
• (2016-05-23)
This article discusses iterative methods formed by combining Newton's method and an iterative method with a correction function that depends on the value of the function and values of the two derivative functions. ...
• (wahyu sari yeni, 2019-07-22)
This article discusses an iterative method for solving nonlinear equations, by com- bining Ababneh's iterative method of order four with Newton's iterative method. The method has eight order of convergence with three ...
• (2016-02-04)
This article discusses an iterative method obtained through modification of Steffensen’s method using a parameter that depends on divided differences. Analysis of convergence shows that the discussed method has super ...
• (2018-03-07)
This article discusses the modifications of Halley’s method using Taylor’s expansion of second order to solve nonlinear equations. The modification of Halley’s method is divided into two cases. Both of modifications of ...
• (Elfitra, 2021-12)
This article discusses a two-step iterative method to solve a nonlinear equation. The method is obtained by substituting the quadratic formula into Taylor expansion, then the second derivative that appears in the formula ...
• (2021-04)
This article discusses the new Newton iterative method based on nonstandard difference for solving nonlinear equations. The proposed method is proven analytically to have the order of cubic convergence. The computational ...
• (perpustakaan UR, 2021-11)
This paper discusses Newton-Obadah-Newton’s (NON) method for solving a nonlinear equation. The convergence analysis shows that NON’s method has an eighthorder convergence. As for the end discussion, a numerical comparison ...
• (2017-01-10)
This article discusses two modification of Cauchy’s method by using Taylor’s expansion of second and third order to solve nonlinear equations. Both methods have order of convergence four and need three function evaluations ...
• (2020-12)
This article discusses a modification of the Newton method with memory using the acceleration parameter to solve nonlinear equations. Modification is made by repla- cing the invariant parameter in the modified Newton ...