A Comparative Study of Variational Iteration Method and He-Laplace Method

  • Mishra H
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Abstract

In this paper, variational iteration method and He-Laplace method are used to solve the nonlinear ordinary and partial differential equations. Laplace transformation with the homotopy perturbation method is called He-Laplace method. A comparison is made among variational iteration method and He-Laplace. It is shown that, in He-Laplace method, the nonlinear terms of differential equation can be easily handled by the use of He’s polynomials and provides better results.

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Mishra, H. K. (2012). A Comparative Study of Variational Iteration Method and He-Laplace Method. Applied Mathematics, 03(10), 1193–1201. https://doi.org/10.4236/am.2012.310174

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