ABSTRACT
Newton's method NM is undoubtedly the most popular iterative process for generating a sequence to approximate the solutions of nonlinear equations. We study in this chapter the convergence of NM under various conditions and space settings.
Newton's method NM is undoubtedly the most popular iterative process for generating a sequence to approximate the solutions of nonlinear equations. We study in this chapter the convergence of NM under various conditions and space settings.