In this paper, we propose two novel iteration schemes for computing zeros of nonlinear
equations in one dimension. We develop these iteration schemes with the help of Taylor's …

In this paper, we present two new iterative methods, one of them is second derivative free,
for solving nonlinear equations. We derive these methods based on the Taylor series …

In this article, we propose some novel computational methods in the form of iteration
schemes for computing the roots of non-linear scalar equations in a new way. The …

In this article, we design a novel fourth‐order and derivative free root‐finding algorithm. We
construct this algorithm by applying the finite difference scheme on the well‐known …

In this paper, we propose and discuss a new higher-order iterative method for solving
nonlinear equations. This method based on a Halley and Householder iterative method and …

The aim of this paper is generalization fourth order Jarratt formula iterative methods for
solving system of nonlinear equations (SNLE) of n-dimension with n-variables. We present …

Finding iterative methods for solving nonlinear equations is an important area of research in
numerical analysis at it has interesting applications in several branches of pure and applied …

In this paper, we present a new higher order iterative method for solving nonlinear
equations. This method based on a Halley's iterative method and using predictor-corrector …

In this paper, we suggest and analyze two new predictor-corrector iterative methods with
third and ninth-order convergence for solving nonlinear equations. The first method is a …

Recent researches have shown a great interest in developing novel numerical methods for
solving nonlinear equations of the form arising from real world phenomena. However, very …