ERROR ANALYSIS OF EXTENDED EXPONENTIAL GENERAL LINEAR METHODS OF TYPE 524
Abstract
The inspiration for this paper is drawn from the work of Butcher [1], Calvo and Palencia [3] and Osisiogu and Bazuaye[5]. EEGLM of type\textbf{ 524} is derived and error estimate analysed. The numerical experiments indicate that extended exponential general linear methods of type \textbf{524} perform better than the existing methods. Stability analysis reveals that the method is zero stable as the parasitic root lie in a unit disc.
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