[PDF] Top 20 A Spectral Method in Time for Initial Value Problems
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A Spectral Method in Time for Initial Value Problems
... computational time than the Lax- Wendroff and Crank-Nicolson ...in spectral space into one equation before the coefficient solver is ...problem time unit. For problems with wider separation of ... See full document
21
Optimizing Time Spectral Solution of Initial Value Problems
... Residual Method (GWRM), where truncated Chebyshev expansions are employed [24] ...other time-spectral approaches, the CFL condition and other grid causality conditions associated with time ... See full document
20
Existence uniqueness of solutions for fuzzy nabla initial value problems on time scales
... on time scales was studied in ...on time scales. In this context, we introduce and study fuzzy nabla initial value problems on time ...and time scales ... See full document
11
A space time spectral method for the time fractional diffusion optimal control problems
... Legendre spectral collocation method to obtain the numerical solution of the space-time fractional Burger’s ...A spectral collocation scheme based upon the generalized Laguerre polynomials was ... See full document
20
Time Spectral Solution of Initial Value Problems—Subdomain Approach
... residual method (GWRM) is a fully spectral method, designed to solve partial differen- tial equations in the form of initial-value ...of time-spectral methods have ... See full document
10
A shifted Legendre spectral method for fractional order multi point boundary value problems
... efficient spectral tau and collocation methods based on Chebyshev polynomials for solving multi-term linear and nonlinear FDEs subject to initial ...together spectral methods for solving FDEs with ... See full document
19
Application of the Hybrid Differential Transform Method to the Nonlinear Equations
... hybrid method is introduced briefly to predict the behavior of the non-linear partial differential equa- ...The method is hybrid in the sense that different numerical methods, differential transform and ... See full document
5
Green’s function homotopy perturbation method for the initial boundary value problems
... long time that Green’s function method is a powerful classical one for analytical manipulation of solution of boundary value ...perturbation method (HPM) is a technique which is powerful and ... See full document
13
Second Order Hybrid Fuzzy Fractional Differential Equations by Runge Kutta 6th Order Fehlberg Method
... iteration method (VIM) [1] were proposed to solve fuzzy differential ...Fuzzy initial value problems for fractional differential equations have been considered by some authors recently ...in ... See full document
8
Collocation Techniques for Block Methods for the Direct Solution of Higher Order Initial Value Problems of Ordinary Differential Equations
... where $ % ( ) and & % ( ) are coefficients to be determined. Evaluating $ % ( ) and & % ( ) at ' and its first derivatives evaluated at the points , = 0(1) and substituting in (6) gives the discrete block ... See full document
6
Homotopy Perturbation Method for Solving Some Initial Boundary Value Problems with Non Local Conditions
... Pasha,Numerical Method for the Heat Equation with Non Local Boundary Condition, International Journal Information and Systems Sciences, Vol 1, Number 2 (2005) 162-171 [13] ... See full document
6
Monotone Method for Nonlinear First-order Hyperbolic Initial-boundary Value Problems of Moving Boundary
... boundary problems deal with solving partial differential equations (PDEs) in a domain, a part of whose boundary is unknown in advance; that portion of the boundary is called a moving ...boundary problems ... See full document
10
A new non-linear multistep method based on centroidal mean in solving initial value problems
... test problems mentioned above; and it performs better than 2-step Adams-Moulton for different step length for Problem 1 and Problem ...Adams-Moulton method in solving Problem 3 which is a system of first ... See full document
10
Solving Initial Value Problems by Flower Pollination Algorithm
... consider Initial Value Problems (IVPs) in ordinary differential equations (ODEs) as an optimization problem, solved by using a meta-heuristic algorithm which is considered as an alternative way to ... See full document
6
Trigonometric Cubic B-spline Collocation Method for Solitons of the Klein-Gordon Equation
... different problems for the Klein-Gordon ...difference method was implemented to the nonlinear Klein-Gordon equation to solve some initial boundary value problems to show the bounded ... See full document
15
A spectral collocation method based on integrated Chebyshev polynomials for two-dimensional biharmonic boundary-value problems
... a spectral collocation method based on integrated Chebyshev polyno- mials for numerically solving biharmonic boundary-value ...converting spectral space into physical ...proposed method ... See full document
36
From Integral Representation Method (IRM) to Generalized Integral Representation Method (GIRM)
... Representation Method (IRM) is one of convenient methods to solve Initial and Boundary Value Problems ...specific problems and the numerical solutions ...generalized method is ... See full document
14
On Two Birkhoff Type Interpolations with First and Second Order Derivative
... In this paper, we consider two interpolations of Birkhoff-type with integer-order derivative. The Birkhoff interpolation is related with collocation method for the corresponding initial or boun- dary ... See full document
6
Solutions of Second Order Nonlinear Singular Initial Value Problems by Modified Laplace Decomposition Method
... In this paper, we have successfully applied the modified Laplace Decomposition Method (MLDM) to obtain the exact solutions for nonlinear singular second order initial value problems. It is ... See full document
7
Hermite wavelets method for the numerical solution of linear and nonlinear singular initial and boundary value problems
... Singular initial and boundary value problems for ordinary differential equations arises in many fields such as gas dynamics, atomic structures, chemical reactions and nuclear physics ...singular ... See full document
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