Emad Hassan Mohamed Ebrahim Zahran
Prof. Emeritus
Three distinct and impressive visions for the soliton solutions to the higher-order nonlinear Schrodinger equation
• 2021
Publication Information
Authors
Ahmet Bekir , Emad Zahran
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publication.type
Local
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Abstract
In this article we will use three different schemas to establish three different visions of the soliton
solutions to the higher-order nonlinear Schrodinger equation (HONSE). The first schema is the
extended simple equation method (ESEM), while the second one is the Paul-Painlev´e approach
method (PPAM) and the third one is the Ricatti-Bernolli Sub ODE method (RBSOM). The three
methods are used in the same vein and parallel to construct many new soliton solutions to this
model. A comparison between the obtained results and that achieved previously has been
demonstrated.
solutions to the higher-order nonlinear Schrodinger equation (HONSE). The first schema is the
extended simple equation method (ESEM), while the second one is the Paul-Painlev´e approach
method (PPAM) and the third one is the Ricatti-Bernolli Sub ODE method (RBSOM). The three
methods are used in the same vein and parallel to construct many new soliton solutions to this
model. A comparison between the obtained results and that achieved previously has been
demonstrated.