[PDF] Top 20 NEW ITERATIVE METHOD FOR SOLVING HIGHER ORDER KDV EQUATIONS

... generalized KdV equations using NIMderived for several forms of gfKdV and gsKdVare discussed in section ...in solving higher order KdV equations in section ... See full document

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

... of solving nonlinear equation and present a new family of combined iterative methods by the composition of Latus method and other higher-order iterative ...Two new ... See full document

... The new Simpson-type method is shown to converge of the order ...the new method requires the same amount of evaluations of the function and therefore the new method has an ... See full document

... establish new higher order iteration schemes for solving nonlinear ...point method using taylor series on the functional equation x = g x ( ) of nonlinear equation f x ( ) = 0 ...point ... See full document

... where B ∈ R n×n was introduced and investigated in [1]. The unique solvability of AVEs (2) was given in [2]. The algorithm which can compute all solutions of AVEs (2) (A, B square) with several steps, was proposed in ... See full document

... Halley method for solving nonlinear equa- ...this method by using the finite difference scheme, which had a quantic ...Halley method with some other iterative methods of ninth ... See full document

... Theorem 6 Let f I : ⊂  →  for an open interval I and consider that 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 ... See full document

... a new third-order derivative-free method and give the convergence ...a new two-step third-order iterative method for solving nonlinear ...this method we ... See full document

... three-step iterative method for solving nonlinear ...This method is con- sidered to be efficient with third order of convergence and an improvement to previous ...the order of ... See full document

... nonlinear equations is one of the most im- portant problems in numerical ...nonlinear equations, such as, Abbasbandy [7], Chun [9], Aslam Noor [10], Gol- babai and Javidi [2], and other methods [1, 3, 4, 6, ... 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

... k(s, t)F (s)ds. (2.4) In addition, if f(t) be a crisp function then the solution of above equation crisp as well. Also if f(t) be a fuzzy function we have Fredholm fuzzy integral equation of the second kind which may ... 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, engineering, ... See full document

... a new iterative method to obtain multiple roots of the nonlinear ...proposed method requires one evaluations of function and two evaluation of the first deriva- tive of function, and it is ... See full document

... nonlinear equations , these numerical methods have been suggested using Taylor series , Homotopy analysis method ,Hermit interpolation method and other techniques , see [1-11] ...a new ... See full document

... an iterative method for solving nonlinear equations of the type f(x) = 0 having eighteenth order ...This new technique based on Newton’s method and extrapolated Newton’s ... See full document

... In the section 2 of this paper, we develop an iterative method for solving (1.1) and its convergence criteria is discussed. And also, few variants are derived from this new method in ... See full document

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