In this work, the extended Jacobi elliptic function expansion approach is used to analyze a
generalized (3+ 1)-dimensional Gross–Pitaevskii equation with distributed time-dependent …

This study uses a semi-inverse variational technique to investigate the unknown dynamical
behaviour of optical solitons in the solutions of a nonautonomous (1+ 1)-dimensional …

In this article, the variable coefficient (2+ 1)-dimensional extended cylindrical Kadomtsev–
Petviashvili (cKP) equation describing Rossby waves was derived from the quasi …

In this paper, we consider the Boussinesq equation which is an important equation and it is
widely used in coastal engineering, harbors, shallow seas and water wave to model weakly …

In this paper, we revisit the generalized Boussinesq equation that include a new time-space
dispersion term. The Kudryashov expansion method is used to obtain singular and …

In this study, we implemented the well‐known Crank–Nicolson scheme for the numerical
solution of Schrödinger equation. The numerical results converge to the exact solution …

In this work, we obtain new resonant lump, kinky, and periodic solutions to a combination of
two Burgers' hierarchies. In particular, we study the mixed doubly nonlinear dispersive …

In this work, the Hirota bilinear symbolic computational method along with test functions and
the generalized exponential rational function method are capitalized to secure soliton and …

This work establishes the lump periodic and exact traveling wave solutions for the (3+ 1)-
dimensional generalized Kadomtsev–Petviashvili equation. We use the Hirota bilinear …

In this work, we take into account the (2+ 1)-Davey Stewartson equation (DSE) and the (2+
1)-complex coupled Maccari system (CCMS) and their analytical solutions. Besides, we …