Add to ORKGThe method of undetermined coefficients is used to derive the predictor-corrector equations for the second, third and fourth orders. The general form of equation of a multistep method is yn+1 = a y n-j + h j=1 bjf(xn-j,yn-j), where n = k. The derived equations give results that are satisfactory and better than the known method, that is, the Adams method. Predictor-corrector algorithm is also shown by approximating an ODE at certain point x. It is also proven that predictor-corrector pairs can be interchanged (e.g. Adams predictor with Milne\u27s corrector)
Predictor-corrector two point block methods are developed for solving first order ordinary different...
A 5-step block predictor and 4-step corrector methods aimed at solving general second order ordinary...
A multistep integration method based on Adams type formulae subject to varying step size is proposed...
The method of undetermined coefficients is used to derive the predictor-corrector equations for the ...
The purpose of this study is to introduce multistep methods for approximating the solutions of ordin...
In this paper, we introduce various numerical methods for the solutions of ordinary differential equ...
Some of the most accurate and economical of the known numerical methods for solving the initial-valu...
Because of the wide variety of differential equations, there seems to be no numerical method which w...
Predictor-corrector two point block methods are developed for solving first order ordinary different...
In this paper we give a generalized predictor-corrector algorithm for solving ordinary differential ...
We consider direct solution to third order ordinary differential equations in this paper. Method of ...
We consider three steps numerical integrator which is derived by collocation and interpolation of po...
In this paper we give a generalized predictor-corrector algorithm for solving ordinary differential ...
Predictor-corrector two point block methods are developed for solving first order ordinary different...
Copyright © 2014 ISSR Journals. This is an open access article distributed under the Creative Common...
Predictor-corrector two point block methods are developed for solving first order ordinary different...
A 5-step block predictor and 4-step corrector methods aimed at solving general second order ordinary...
A multistep integration method based on Adams type formulae subject to varying step size is proposed...
The method of undetermined coefficients is used to derive the predictor-corrector equations for the ...
The purpose of this study is to introduce multistep methods for approximating the solutions of ordin...
In this paper, we introduce various numerical methods for the solutions of ordinary differential equ...
Some of the most accurate and economical of the known numerical methods for solving the initial-valu...
Because of the wide variety of differential equations, there seems to be no numerical method which w...
Predictor-corrector two point block methods are developed for solving first order ordinary different...
In this paper we give a generalized predictor-corrector algorithm for solving ordinary differential ...
We consider direct solution to third order ordinary differential equations in this paper. Method of ...
We consider three steps numerical integrator which is derived by collocation and interpolation of po...
In this paper we give a generalized predictor-corrector algorithm for solving ordinary differential ...
Predictor-corrector two point block methods are developed for solving first order ordinary different...
Copyright © 2014 ISSR Journals. This is an open access article distributed under the Creative Common...
Predictor-corrector two point block methods are developed for solving first order ordinary different...
A 5-step block predictor and 4-step corrector methods aimed at solving general second order ordinary...
A multistep integration method based on Adams type formulae subject to varying step size is proposed...