[PDF] Top 20 A new two step iterative method for solving absolute value equations

... the absolute value equations and second order cone, a generalized Newton algorithm was introduced in [4] for solving AVEs ...singular value of A is not less than 1, AVEs (1) is ... See full document

... numerical method behavior for h → 0 . To decide whether a numerical method will produce good results with a given value of h > 0 , we need a concept of stability that is differ- ent from ... See full document

... predictor-corrector iterative methods for finding simple zeros of univariate nonlinear equations, permitting f x     0 near the ...multipoint iterative methods. Furthermore, the convergence ... See full document

... point method for solving nonlinear ...established two new algori- thems of convergence order two and ...nonlinear equations to show the performance and efficiency of our newly ... See full document

... a new preprocessing HSS iteration method (PHSS) for the generalized Lyapunov ...the new methods presented in this paper have given the corresponding convergence ...the new method with ... See full document

... Our method(Algorithm1.5) 3 0.257530285 NM 6 0.257530285 HM 5 0.257530285 CM 4 0.257530285 N1 4 0.257530285 ( ) =3 ... See full document

... nonlinear equations and systems of nonlinear ...few two-step variants of Newton’s methods with cubic convergence have been proposed in some literature [3]-[11] and references therein for ... See full document

... Abstract. Two new iterative methods for solving nonlinear equations are presented using a new quadrature rule based on spline ... See full document

... an iterative method to solve ...optimization method and a generalized Newton method, ...Newton method. Noor et al. [19] gave an iterative algorithm for solving ...Newton ... See full document

... a new two-parameters family of iterative methods for solving non-linear equations and prove that the order of convergence of these methods is at least ...these new methods ... See full document

... Many problems in engineering and science can be formulated in terms of differential equations. These problems arise in mechanical and electrical systems, celestial and orbital mechanics, molecular dynamics, ... See full document

... Hafiz, New two-step predictor-corrector method with ninth order convergence for solving nonlinear equations, Journal of Advances in Mathematics ,2, 432-437, ... See full document

... multi-step iterative methods with the improved convergence order, see [12], ...convergent iterative methods [29], ...a new family of two-step iterative methods of ... See full document

... non-linear equations of the general form f (x) = 0. Such equations appear in real world situations frequently while there is no closed form solution for ...of equations draw much attention to itself ... See full document

... the new iterative method (NIM) and a coupling of the Sumudu transform and Adomian decomposition method (STADM) are successfully applied for solving nonlinear time-fractional gas ... See full document

... difference method is based on local ap- proximations of the partial derivatives in a Par- tial Differential Equation, which are derived by low order Taylor series ...The method is quite simple to define and ... See full document

... many iterative methods for solving equations ...one-step, two-step, three-step, see ...many two-step ... See full document

... of absolute residual vectors (denoted as RES), and the number of outer, inner and total iteration steps (outer and inner iterations only for Picard-HSS) for the convergence (denoted as IT out , IT int and IT, ... See full document

... numerical method used finding the solution of a nonlinear equation (1) is a one step iterative methods [1, 16], a two step iterative methods [4, 5, 7, 8, 12] and a three ... See full document

... initial value problems. We use explicit ( pre- dictor ) method for predicting a value and then use the implicit ( corrector ) method iteratively until the convergence is obtained ... See full document