FITTED MULTIDERIVATIVE METHOD FOR STIFF DIFFERENTIAL EQUATIONS
AbstractIn this paper, an A-stable exponentially fitted predictor-corrector using multiderivative linear multistep method for solving stiff differential equations is developed. The method which is a two-step third derivative method of order five contains free parameters. The numerical stability analysis of the method was discussed, and found to be A-stable. Numerical examples are provided to show the efficiency of the method when compared with existing methods in the literature that have solved the set of problems.
How to Cite
E, LIMENC.; A, UKPOR.. FITTED MULTIDERIVATIVE METHOD FOR STIFF DIFFERENTIAL EQUATIONS. Universal Journal of Mathematics, [S.l.], v. 2, n. 2, p. 174-179, aug. 2018. ISSN 2456-1312. Available at: <http://uproonline.com/index.php/UJM/article/view/67>. Date accessed: 17 aug. 2018.