In this paper we give a generalized predictor-corrector algorithm for solving ordinary differential equations with specified initial values.
Jun 1, 1989 · The method uses multiple correction steps which can be carried out in parallel with a prediction step. The proposed method gives a larger ...
A parallel multistep predictor-corrector algorithm for solving ordinary differential equations. Authors: S. K. Ghoshal. S. K. Ghoshal. View Profile. , M. Gupta.
A Parallel Multistep Predictor-Corrector Algorithm for Solving Ordinary Differential Equations · S. Ghoshal, M. Gupta, V. Rajaraman · Published in J. Parallel ...
The method uses multiple correction steps which can be carried out in parallel with a prediction step. The proposed method gives a larger stability interval ...
This work presents parallel multistep methods for the solution of ordinary differential equations. The characteristic of parallel computing is that there is ...
Missing: Algorithm | Show results with:Algorithm
This paper surveys some of the methods that have been proposed, and suggests some additional methods that are suitable for special cases, such as linear ...
People also ask
What are the corrector methods for differential equations?
What is the predictor-corrector method algorithm?
What is the formula for predictor and corrector?
Which numerical method is suitable for solving stiff ordinary differential equations?
The problem of achieving parallelism in the solution of the ordinary differential equations is investigated in this paper.
Predictor-corrector two point block methods are developed for solving first order ordinary differential equations (ODEs) using variable step size.
Aug 21, 2024 · Milne-Simpson methods are a type of predictor-corrector technique used to solve ordinary differential equations numerically.