Title of article
THE MULTISTEP MULTIDERIVATIVE METHODS FOR THE NUMERICAL SOLUTION OF FIRST ORDER INITIAL VALUE PROBLEMS
Author/Authors
SHOKRI, ALI university of maragheh - Faculty of Basic Science - Department of Mathematics, مراغه, ايران
From page
88
To page
97
Abstract
In a recent paper, Shokri [14] introduce a new class of hybrid Obrechkoff methods for the numerical solution of second order initial value problems. In this work, we will derive the new class of, higher order, multistep methods with multiderivatives for the numerical solution of first order initial value problems. The numerical results obtained by the new method for some problems show its superiority in efficiency, accuracy and stability.
Keywords
Hybrid methods , P , stable , off , step points , Obrechkoff methods
Journal title
TWMS Journal of Pure and Applied Mathematics
Journal title
TWMS Journal of Pure and Applied Mathematics
Record number
2527620
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