[PDF] Top 20 New Ninth Order J Halley Method for Solving Nonlinear Equations
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New Ninth Order J Halley Method for Solving Nonlinear Equations
... (VCM) and (VSHM), Noor et al. methods (see [1]) (NR1), (NR2) and also ninth order Zhongyong Hu et al. (Z Hu) [5] with the new developed method (FAJH). All the computations for above mentioned ... See full document
5
NEW ITERATIVE METHOD FOR SOLVING HIGHER ORDER KDV EQUATIONS
... employ New Iterative Method (NIM), developed by DaftardarGejji and Jafari [17], to solve generalized Korteweg-de Vries equations of fifth and seventh orders [18, ...and nonlinear ... See full document
12
Solution of the Wigner-Poisson equations for RTDS
... The nonlinear solver in the continuation method used for our application was ...Newton Method, where the linear solution for the Newton steps are solved the Krylov iterative method GMRES ... See full document
6
New iterative methods with seventh-order convergence for solving nonlinear equations
... Chebyshev method (CM) (see [21]-[22]); the Halley method (HM) (see [21]-[22]); the Newton iterative method (see [21]-[22]); RWB method proposed by Ren et ...NETA method proposed ... See full document
7
New Eighth Order Derivative Free Methods for Solving Nonlinear Equations
... solve nonlinear equations have many applications in science and ...our new methods with well-known methods, namely, the classical Steffensen method for its simplicity 1, 2 and recently ... See full document
13
New Fourth and Fifth Order Iterative Methods for Solving Nonlinear Equations
... two new iterative methods of order four and five for the solution of nonlinear equations based on homotopy perturbation ...of order four and order five for solving ... See full document
8
An Efficient Optimal Eighth order Iterative Method for Solving Nonlinear Equations
... a new eighth-order convergent method for solving non-linear ...our new method is eighth-order convergent which is also supported by the numerical ...iterative ... See full document
13
Steffensen Type Method of Super Third Order Convergence for Solving Nonlinear Equations
... Steffensen-type method with super-cubic convergence for solving nonli- near equations is ...Steffensen’s method twice with memory, but without any new function ...proposed method ... See full document
6
New Modification of Fixed Point Iterative Method for Solving Nonlinear Equations
... 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 ... See full document
7
Iterative Methods of Order Four for Solving Nonlinear Equations
... 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 the same ... See full document
5
Solving Large Scale Nonlinear Equations by a New ODE Numerical Integration Method
... holds. That is to say the eigenvalues of the Jacobian distribute in the left-half part of the complex plane. For our purpose, to solve F(x) = 0 and to solve −F(x) = 0 are equivalent. In other field the “half plane ... See full document
8
Soccer League Competition Algorithm, a New Method for Solving Systems of Nonlinear Equations
... Level one soccer league consists of teams (clubs) com- peting each other during a season. In this environment, some stronger teams aim to sit in the first positions of the league table while some weaker teams plan to ... See full document
10
A new approach for solving nonlinear system of equations using Newton method and HAM
... transcendental equations, but yet there exist enormous difficulty due to local convergence of these methods that make the new research ...of nonlinear equations is realized by different ... See full document
17
Solving high order nonlinear Volterra Fredholm integro differential equations by differential transform method
... k j x t M j x N j t , j 1, 2 . Five different problems are solved to make clear the application of the DTM on such class of integro-differential equations. We introduce theorems in ... See full document
7
Solving nonlinear Volterra integro differential equations of fractional order by using Euler wavelet method
... relatively new and an emerging area in the field of applied science and ...wavelet method is a new numerical method for solving the fractional equations and it needs a small ... See full document
16
The exp( j(x)) Method and Its Applications for Solving Some Nonlinear Evolution Equations in Mathematical Physics
... equation method of the (2+1)-dimensional breaking soliton equations in ...mapping method in [33]. Two classes of new exact solutions were obtained by the singular manifold method in ... See full document
13
New Fifth-order Simpson-type Method for Solving Nonlinear Equations
... a nonlinear equation. 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 ... See full document
5
A modification of Chebyshev-Halley method free from second derivatives for nonlinear equations
... a new modification of Chebyshev- Halley method, free from second derivatives, to solve nonlinear ...this method requires one function and two first derivative ... See full document
8
A New Third Order Derivative Free method for Solving Nonlinear Equations
... 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
5
Eighteenth Order Convergent Method for Solving Non-Linear Equations
... Al-Goria, Solving nonlinear equations using a new tenth- and seventh- order methods free from second derivative, International Journal of Differential Equations and Applications, ... See full document
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