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Solutions of Ordinary Differential Equations using Differential Transform Method
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Differential Transform Method is a semi-analytical numerical technique that depends on Taylor’s series for the resolution of ordinary Differential Equations. This technique useful to obtain the series solutions of ordinary Differential Equations. Differential Transform method provides the solutions in the form of a polynomial. In this paper, we study Differential Transform Method , Its theorems, properties and examples. The Differential Transform method is a monotonous procedure for attaining the analytic solutions of ordinary Differential Equations
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Title: Solutions of Ordinary Differential Equations using Differential Transform Method
Description:
Differential Transform Method is a semi-analytical numerical technique that depends on Taylor’s series for the resolution of ordinary Differential Equations.
This technique useful to obtain the series solutions of ordinary Differential Equations.
Differential Transform method provides the solutions in the form of a polynomial.
In this paper, we study Differential Transform Method , Its theorems, properties and examples.
The Differential Transform method is a monotonous procedure for attaining the analytic solutions of ordinary Differential Equations.
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