The study of the dynamical behaviour of the operators defined by iterative methods help us
to know more deeply the regions where these methods have a good performance. In this …

In this paper, based on Chebyshev's method, a new family of seventhorder methods for
solving nonlinear equations is derived. This method includes finite difference and Lagrange …

Metode Schroder merupakan metode iterasi berode dua yang digunakan untuk menentukan
akar-akar persamaan nonlinear. Artikel ini membahas modifikasi metode Schroder untuk …

This paper develops variants Chebyshev method by applying Hermite interpolation and
finite difference to eliminate the second derivative appearing in the Chebyshev method. We …

Metode Householder merupakan metode iterasi berorde konvergensi tiga yang digunakan
untuk menyelesaikan persamaan nonliner. Selain itu, metode Householder menggunakan …

This article discusses the modification of three step iteration method to solve nonlinear
equations f (x)= 0. The new iterative method is formed from a combination of Newton, Halley …

Chebyshev's method has not got much attention in recent years compared to Newton's
method. Some of the papers which appeared recently discuss modification of Chebyshev's …

This paper establishes a geometric interpretation of the methods obtained from a two-point
Jarratt-Gander type class and then these are compared with other kinds of methods to …

This paper presented a new three-step iterative method, free from second derivative for
solving nonlinear equation. The idea was derived from the two third-order convergent …

The object of the present work is to give some geometric constructions of methods of two
points for simple roots. Initially, two similar forms to the fourth order Chun's class are …