[PDF] Top 20 Una propuesta de clasificación de las cuencas neógenas béticas
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Convergence of iterative methods applied to Burgers-Huxley equation
... Burgers-Huxley equation playes an important role in mathematical ...this equation, for example [4, 9, 10, 17, 18, 23, 24, ...the Burgers-Huxley equation as ... See full document
41
Parallel calculation of differential quadrature method for the burgers-huxley equation
... In this study, the main numerical discretization tehnique discussed is the Differential Quadrature method (DQM). The Finite Difference method (FDM) will be used for comparison with the DQM on their accuracy and ... See full document
10
On the Exact Solution of Burgers Huxley Equation Using the Homotopy Perturbation Method
... is applied to obtain the closed form solution of the non-linear Burgers-Huxley ...non-linear Burgers-Huxley equations are solved by using the ...rapid convergence towards the ... See full document
99
Finite difference method for numerical solution of a generalized burgers-huxley equation
... numerical methods have been proposed for approximating the solution of the generalized Burgers-Huxley equation as listed ...generalized Huxley, Burgers-Huxley and ... See full document
9
Alternating Group Explicit Iterative Methods for One Dimensional Advection Diffusion Equation
... numerical methods that have been applied to advection-diffusion equation include finite difference me- thods, Galerkin methods, spectral methods, wavelet based finite elements and ... See full document
6
Convergence Analysis of Some New Preconditioned AOR Iterative Methods for -matrices
... one-dimensional Burgers’ Equation [4] and so forth. So, research of methods for solving linear systems has important theoretic significance and practical ...AOR iterative methods for ... See full document
128
Solving a Nonlinear Equation Using a New Two-Step Derivative Free Iterative Methods
... step iterative method for solving a nonlinear equation, which is derivative free by approximating a derivative in the iterative method by central difference with one parameter ...free ... See full document
27
ON THE EFFICIENCY OF A FAMILY OF QUADRATURE-BASED METHODS FOR SOLVING NONLINEAR EQUATIONS
... new methods that are iterative based, is to develop methods that can attain optimal convergence requiring few number of functions and derivatives evaluations in an iteration ...the ... See full document
17
A Note on Crank Nicolson Scheme for Burgers’ Equation
... With viscous term the Burgers’ Equation (1) is parabolic while without viscous term it is hyperbolic. In the later case it possesses discontinuous solutions due to the nonlinear term and even if smooth ... See full document
11
Integrable models from PT-symmetric deformations
... Obviously equation (2.3) remains invariant under the transformation t → − t, x → − x, u → u and σ → − σ. Taking the constant σ to be purely imaginary, i.e. σ ∈ i R , this invariance can be interpreted as a PT ... See full document
9
Application of Iterative Methods for Solving General Riccati Equation
... The HAM has been shown to solve effectively, easily and accurately a large class of nonlin- ear problems with the approximations which are convergent are rapidly to exact solutions. In this work, the HAM has been ... See full document
9
The use of iterative methods for solving Black-Scholes equation
... Black-Scholes equation is solved by using the Adomian’s decomposition method , modified Adomian’s decomposition method , variational iteration method , modified variational iteration method, ho- motopy ... See full document
12
Iterative algorithm for solving mixed quasi variational like inequalities with skew symmetric terms in Banach spaces
... an iterative algorithm for computing the approximate solutions of mixed quasi-variational-like inequality problems with skew-symmetric terms in the setting of reflexive Banach ...and convergence of ... See full document
190
Numerical Solution of Sawada-Kotera equation by using Iterative Methods
... Table 1, shows that, approximate solution of the Sawada-Kotera equation is conver- gence with 7 iterations by using the HAM . By comparing the results of Table 1 , we can observe that the HAM is more rapid ... See full document
8
Controlling semi-convergence phenomenon in non-stationary simultaneous iterative methods
... We study semi-convergence behavior of the non-stationary SIM, when applied to noisy data. Our main focus is to propose some techniques for updating relaxation parameters to control the data error. Having a ... See full document
9
Improved the Convergence of Iterative Methods for Solving Systems of Equations by Memetics Techniques
... classical methods are usually divided into direct and iterative ...direct methods, like Cramer, Gaussian elimination, Gauss-Jordan elimination, LU factorization, QR decomposition ...these ... See full document
79
Iterative methods for solving non linear Fokker-Planck equation
... Keywords : Fokker-Plank equation; Modied Adomian deomposition method; Variational itera-.. tion method; Homotopy analysis method.[r] ... See full document
114
Developing CRS iterative methods for periodic Sylvester matrix equation
... CRS methods were proposed mainly to avoid using the transpose of A in the BiCR algorithm and gain a faster convergence for roughly the same computational costs ...CRS methods converge twice as fast ... See full document
12
A New Three Step Iterative Method without Second Derivative for Solving Nonlinear Equations Raghad I. Sabri
... Let | ( )| < be the stopping criteria for computer programs , where ε . All numerical computations are worked out in matlab 7.8 . Table(2) represents comparison between the new method defined by (Algorithm 1.5) and ... See full document
34
A study on Degasperis - Procesi equation by iterative methods
... Degasperis-Procesi equation is convergence with 15 iterations by using the MHPM ...rapid convergence than the ADM, MADM, VIM, MVIM, HPM and ... See full document
12
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