[PDF] Top 20 Two Step Weight Iterative Methods for Solving Nonlinear Equations

... Predictor-Corrector Methods Based on Weight Combination of Quadrature’s for solving Nonlinear Equations, International Journal of Nonlinear Science, ... See full document

... Abstract Solving nonlinear equations is one of the most important problems in numerical analysis, and has a wide range of application in various aspects, as well as many branches of science, ... See full document

... Physics solving (1) with the help of same perturbation term introduced to the target Ja- cobian of ...based iterative methods in ...based iterative methods with infused perturbation ... See full document

... We observe that the 16th FGK1 and 16th FGK2 family of IFs require two parameters and an analytic function. Therefore, we develop a simplified one-parameter optimal 4-point sixteenth-order King-type family of IFs ... See full document

... multi-step iterative methods with the improved convergence order, see [12], ...convergent iterative methods [29], ...sixth-order methods by weight func- tion ... See full document

... third-order iterative method for solving nonlinear equations for simple roots by using inverse function ...fourth-order methods by using one function and two first derivative ... See full document

... of nonlinear equations is small. But for a large system of nonlinear equations, it is not recommendable to use full matrices as a preconditioners and reason is clear, since we get a penalty in ... See full document

... seventh-order iterative methods for the solution of nonlinear equations are ...new iterative methods are developed by using weight function method and using an approx- ... See full document

... the two-step and three-step quadrature based iterative methods for approximating the solution of nonlinear equations in Noor et ...the iterative methods at ... See full document

... The rest of this paper is organized as follows: Sec- tion 2 is devoted to modifications of the two and three steps of Cordero et al.’s methods [1]. Sec- tion 3 concerns with developing new with memory ... See full document

... iterative methods have been used to solve nonlinear equations and systems of nonlinear ...few two-step variants of Newton’s methods with cubic convergence have been ... See full document

... for solving non-linear ...This iterative method require evaluation of three functions and one first derivative during each iterative ...the iterative method is efficient and exhibit better ... See full document

... the nonlinear equation f x ( ) = 0 (or x = g x ( ) ) has simple root α ∈ I , where g x ( ) : I ⊂  →  be sufficiently smooth in the neighborhood of the root α ...the two-step iterative method ... See full document

... In this paper, a new three –step iterative method without second derivative was suggested for finding roots of nonlinear equations. Analysis of the convergence is performed to show that the ... See full document

... type iterative method to solve ( ) = 0 by using a method consists of Regula-Falsi (R-F) and Newton-Raphson ...that two-step techniques are more useful than one step techniques including the ... See full document

... three-step iterative method for solving nonlinear ...is two, and the efficiency index is less than the corresponding Newton’s ...three-step iterative method of the scheme ... See full document

... a two-step iterative method for effectively solving AVEs ...the two-step Traub iterative formulas, it has the characteristics of fast iteration and good ...of ... See full document

... a two step iterative methods free derivative for solving a nonlinear equation is a method proposed by Dehghan-Hajarian can be call as Dehghan Method (DM), with order of ... See full document

... method due to Mamta et al. [10] and cubically conver- gent method due to Hasnov et al. [11]. This method will not fail like existing methods if f x    is very small or even zero in the vicinity of the root. ... See full document

... degree two or three or four, exact formulae are ...approximate methods to solve such algebraic and transcendental ...of nonlinear equations are difficult to solve in ...these equations ... See full document