In this paper, we present a novel class of two-step iterative methods with memory for solving
non-linear equations. By transforming an existing sixth-order scheme without memory into …

In this paper, we present a family of three-parameter derivative-free iterative methods with
and without memory for solving nonlinear equations. The convergence order of the new …

In this paper, we propose a new fifth-order family of derivative-free iterative methods for
solving nonlinear equations. Numerous iterative schemes found in the existing literature …

In this article, we proposed a two-step with memory iterative scheme for solving nonlinear
equations. We improved the convergence order of the existing fifth-order without memory …

In this article, we introduce a novel three-step iterative algorithm with memory for finding the
roots of nonlinear equations. The convergence order of an established eighth-order iterative …

In this article, our main motivation is to present two-step with memory iterative methods for
solving nonlinear equations. We attempted to convert the existing fourth-order without …

In this paper, we proposed a family of n-point iterative methods with and without memory for
solving nonlinear equations. The convergence order of the new n-point iterative methods …

In this paper, a family of Newton-type iterative methods with memory is obtained for solving
nonlinear equations, which uses some special self-accelerating parameters. To this end, we …

In this study, we develop a four-parameter family of sixth order convergent iterative methods
for solving nonlinear scalar equations. Methods of the family require evaluation of four …

It is attempted to extend a two-step without memory method to its with memory. Then, a new
two-step derivative free class of without memory methods, requiring three function …