Emad Hassan Mohamed Ebrahim Zahran
Prof. Emeritus
Comparison between the new exact and numerical solutions of the Mikhailov–Novikov–Wang equation
• 2021
Publication Information
Authors
Ahmet Bekir1 Maha S. M. Shehata2 Emad H. M. Zahran3
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publication.type
International
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Abstract
In this article, we employ the Mikhailov–Novikov–Wang
integrable equation (MNWIE) appearing by means of the
perturbatives symmetry approach to the rating of integrable
non-evolutionary PDEs. The new exact soliton solutions
of this equation which were not achieved before have
been realized for the first time in the framework of the
(G′/G)-expansion method. In the same vein and parallel,
the corresponding numerical solutions of this equation
have been established using the variational iterationmethod
(VIM).
integrable equation (MNWIE) appearing by means of the
perturbatives symmetry approach to the rating of integrable
non-evolutionary PDEs. The new exact soliton solutions
of this equation which were not achieved before have
been realized for the first time in the framework of the
(G′/G)-expansion method. In the same vein and parallel,
the corresponding numerical solutions of this equation
have been established using the variational iterationmethod
(VIM).