FITTED MULTIDERIVATIVE METHOD FOR STIFF DIFFERENTIAL EQUATIONS

  • LIMENC. E
  • UKPOR. A

Abstract

In 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.
Published
2018-08-06
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.
Section
Articles