In this work, we propose an algorithm for solving system of nonlinear equations. The idea is
a combination of the descent Dai-Liao method by Babaie-Kafaki and Gambari (Optim. Meth …

In this work, we proposed an improved three-term derivative-free method for solving system
of nonlinear equations, which combines the ideas in Yan et al.(J Comput Appl Math 234 …

In this paper, we present a derivative-free algorithm for nonlinear monotone equations with
convex constraints. The search direction is a product of a positive parameter and the …

Many studies have been devoted to develop and improve the iterative methods for solving
convex constraint nonlinear equations problem (CCP). Based on the projection technique …

A number of practical problems in science and engineering can be converted into a system
of nonlinear equations and therefore, it is imperative to develop efficient methods for solving …

The estimation of the state of charge is a critical function in the operation of electric vehicles.
The battery management system must provide accurate information about the battery state …

In this article, inspired by the projection technique of Solodov and Svaiter, we exploit the
simple structure, low memory requirement, and good convergence properties of the mixed …

In this paper, a new approach for solving system of nonlinear equations is present, that is
based on approximating the Jacobian into a diagonal matrix by means of acceleration …

In this paper, a derivative-free Barzilai-Borweinlike algorithm is developed for solving large-
scale non-linear systems of equations. The algorithm is based on approximating the …

In this paper, a new conjugate gradient-based projection method for solving a system of
nonlinear monotone equations is proposed. The method can be viewed as an extension of a …