Ball Comparison between Two Efficient Weighted-Newton-like Solvers for Equations

We compare the convergence balls and dynamical behaviors of two efficient weighted-Newton-like equation solvers by Sharma Arora, Grau-Sánchez et al. First all, results ball for these algorithms are established employing generalized Lipschitz constants assumptions on first derivative only. Consequently, outcomes radii convergence, measurable error distances existence–uniqueness areas solution discussed. Then, complex compared applying attraction basin tool. It is observed that solver suggested has bigger basins than method described Arora. Lastly, our analysis findings verified application problems compared. found given larger Hence, presented more suitable practical application. The uses in contrast to aforementioned studies, utilizing seventh not methods. developed process can be used other methods order increase their applicability.