A NEW ALGORITHM FOR SOLVING SECOND ORDER AND HIGH-ORDER IVPs BY MODIFIED ADM
Publish place: 38th Annual Iranian Mathematics Conference
Publish Year: 1386
Type: Conference paper
Language: English
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Document National Code:
AIMC38_326
Index date: 18 August 2008
A NEW ALGORITHM FOR SOLVING SECOND ORDER AND HIGH-ORDER IVPs BY MODIFIED ADM abstract
In an afficient modification of ADM has been proposed for solving some cases of second order ODEs. In this paper, this method is generalized to more cases. The Proposed method can be applied to linear, nonlinear, singular and nonsingular problems. Here, it is focused on singular IVPs. In addition a new differential operator is proposed to solve high-order IVPs. The scheme is tested for some example and the obtained results demonstrate reliability and efficiency of the proposed method.
A NEW ALGORITHM FOR SOLVING SECOND ORDER AND HIGH-ORDER IVPs BY MODIFIED ADM Keywords:
Adomian decomposition method , singular initial value problems or dinary differential equations
A NEW ALGORITHM FOR SOLVING SECOND ORDER AND HIGH-ORDER IVPs BY MODIFIED ADM authors
M.M HOSSEINI
Department of Mathematics, Faculty of Sciences, University of Yazd, Iran