The conformable derivative and adequate fractional complex transform are implemented to discuss the fractional higher-dimensional Ito equation analytically. The Jacobi elliptic function method and Riccati equation mapping ...

In this study, we consider conformable type Coudrey{Dodd{Gibbon{Sawada{Kotera (CDGSK) equation. Three powerful analytical methods are employed to obtain gener- alized solutions of the nonlinear equation of interest. ...

In this paper, our focus is on the multidimensional mathematical physics models. We employ the sub-equation method to obtain new exact solutions to the proposed strongly nonlinear time-fractional differential equations ...

This study discusses the soliton and other solutions for a weakly nonlocal Schr¨odinger equation of the fifth order involving nonlinearity of the parabolic law and an external potential. We use solitary wave ansatz of ...