| publication name | Soliton solutions of the (3+1)-dimentional Yu- Toda-Sassa-Fukuyama equation by the new approach and its numerical solutions |
|---|---|
| Authors | Ahmet Bekir, Emad H.M. Zahran and Özkan Güner |
| year | 2021 |
| keywords | |
| journal | |
| volume | Not Available |
| issue | Not Available |
| pages | Not Available |
| publisher | Not Available |
| Local/International | Local |
| Paper Link | Not Available |
| Full paper | download |
| Supplementary materials | Not Available |
Abstract
In this paper, we will solve the (3+1)-dimensional Yu{Toda{Sassa{Fukuyama equation (YTSFE) which widely investigates the dynamics of solitons and nonlinear wave arising in a uid dynamics, plasma physics and weakly dispersive media. The Paul-Painleve approach (PPA) is used for the rst time to achieve the soliton solutions of this equation. Furthermore, the numerical solutions of this equation have been proposed by using the variational iteration method (VI