In this paper, we study the influence of applying the well-known finite differences method on
medical and physical images. These images will be used as coefficients in the steps of the …

Root finding is a basic example that still remnant an interest to several researchers. Several
hybrid experiments are developed to obtain approximate solutions for nonlinear equations …

In this paper, we suggest and analyze two algorithms; a new Inverse Quadratic Interpolation
and Illinois for solving nonlinear equation of a solar cell single diode type with initial value x …

In the present work, improvement of Newton's method with high order convergence has
been suggested. This improvement is based on Two-Point Bracketing method. The …

New three iterative methods in order to solve non-linear problems for PV cell equations with
various data of R (load resistance) have been investigated. A series of hybrid algorithms …

We analyze and demonstrate two iterative numerical algorithms for finding zeros of
nonlinear equations of a single diode photovoltaic cell using different values of load …

ABSTRACT The Pell Polynomial series is employed to solve problems in calculus of
variations. The solution can be considered as linear combinations of Pell polynomials with …

We present two new iterative methods, called the Secant and Dekker's Algorithms for solving
nonlinear equations in this paper. These equations based on different values of load …

In this work, we exhibit some variants iterative techniques free from second derivatives of the
function foe solving nonlinear equation of the form f (x)= 0 and observe that number of …

This paper concerns with a new numerical iterative method for finding the approximate
solutions deals with the nonlinear equations of a solar cell (single-diode) formula associated …