We have discussed the perturbed Gerdjikov-Ivanov (pGI) equation describing optical pulse
propagation (PP) with perturbation effects, which has various applications in optical fibers …

In this paper we are interested in investigating the physical shape-changed propagations to
the generalized Equal-Width equation through studying the explicit solutions of Wazwaz …

The authors' concern of the present paper is to conduct a systematic study on a time-
fractional nonlinear water wave equation which is an evolutionary version of the Boussinesq …

In this paper, we discussed the enhanced Kudryashov's and general projective Riccati
equations techniques for obtaining exact solutions to the fifth-order nonlinear water wave …

Investigated in the present paper is a fifth-order nonlinear evolution (FONLE) equation,
known as a nonlinear water wave (NLWW) equation, with applications in the applied …

It is known that nonlinear equations of first-order in time-derivative propagate in a form of
moving single-wave, while other equations of second-order in time propagate as moving two …

The oscillatory motion on the ocean surface is a combination of a variety of different types of
waves. The regularized waves are among them. Here, it is shown that they arise as solutions …

The fifth‐order nonlinear wave equation contains terms involving higher‐order spatial
derivatives, such as uxxx and uxxxxx. These terms are responsible for dispersion, which …

This paper deals with the closed-form solutions to the family of Boussinesq-like equations
with the effect of spatio-temporal dispersion. The sine-Gordon expansion and the hyperbolic …

The investigation of exact solitary wave solutions to the nonlinear partial differential equation
plays an important role to understand any physical phenomena in diverse applied fields …