The main goal of the present study is to conduct a deeper investigation into a generalized
Schrödinger equation describing the propagation of optical pulses in media. To this end, the …

For uni-directional wave transmission in the smooth bottom of shallow sea water and the
superconductivity of nonlinear media with dispersion systems, the (1+ 1)-dimensional …

The main objective of the present paper is to investigate the dynamics of soliton waves in a
generalized nonlinear Schrödinger (GNLS) equation. To achieve such a goal, the real and …

In the present work, we aim to look into the new reduced form of the B-type Kadomtsev–
Petviashvili equation (gBKPe) for the shallow water waves. First, the N-soliton solutions are …

Modelling the movement of waves and the propagation of waves is extremely important in
the field of fluid dynamics. All types of waves phenomena are very important in real-life …

This study delves into the realm of solitary wave dynamics with pivotal applications in
nonlinear optics. More precisely, the current paper investigates the solitary waves' …

Dynamics of breather, multi-wave, interaction and other wave solutions to the new (3+1)-dimensional
integrable fourth-order equation for shallow water waves | Emerald Insight Books and journals …

The present paper intends to thoroughly study an evolutionary model called the Zakharov–
Kuznetsov modified equal-width (ZK–MEW) equation. More precisely, Lie symmetries as …

Nonlinear science is a fundamental science frontier that include studies and the common
properties of nonlinear phenomena. This article is devoted to the study of sub-pico second …

The aim of this study is to explore some semi-domain soliton solutions for the fractal (3+ 1)-
dimensional generalized Kadomtsev–Petviashvili–Boussinesq equation (GKPBe) within …