THE REVERSED ESTIMATION OF VARIABLE STEP SIZE IMPLEMENTATION FOR SOLVING NONSTIFF ORDINARY DIFFERENTIAL EQUATIONS

This study is design to examine the reversed estimation of variable step-size implementation for solving nonstiff ordinary differential equations. This is exclusively dependent on the principal local truncation error of both predictor and corrector formulae of the same order. Collocation and interpolation methods with the aid of power series as the approximate function is utilized in the...

Published at International Journal of Civil Engineering and Technology (IJCIET)

Volume 9

Issue 7

Pages 332-340

Published in 2018

visit (http://eprints.covenantuniversity.edu.ng/11509/1/j26.pdf)

JG Oghonyon, OF Imaga, PO Ogunniyi

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