The Klein–Fock–Gordon equation (KFGE), defined as the equation of relativistic wave
related to NLEEs, has numerous implications for energy particle physics and is useful as a …

In this study, we investigate the perturbed Chen-Lee-Liu equation that represents the
propagation of an optical pulse in plasma and optical fiber. The Jacobi elliptic function …

In this study, we express the Radhakrishnan–Kundu–Lakshmanan equation with an
arbitrary index of n∈ Q. We investigated the solitary wave solutions of the Radhakrishnan …

The objective of this paper is to study the cubic-quartic embedded solitons with χ (2) and χ
(3) nonlinear susceptibilities having multiplicative white noise in the Itô sense. The unified …

Nonlinear evolution equations (NLE-Es) arise in a variety of domains, including fluid
dynamics, biological sciences, the study of solid states, optical fibres, coastal engineering …

In this work, we analysis the novel behavior of solitons to the nonlinear evolution equations
describing the ionic currents microtubule and Mikhaillov-Novikov-Wang dynamical …

This work focuses on seeking soliton solutions for an intrinsic fractional discrete nonlinear
electrical transmission network obtained through the simplest sine-cosine method. The …

This research deals with the fractional order nonlinear complex model, which is a general
form of nonlinear Schrodinger equation. This model demonstrates boson gas among 2 as …

The goal of this article is to discuss the Simple Equations Method (SEsM) for obtaining exact
solutions of nonlinear partial differential equations and to show that several well-known …

In this paper, we use the modified exp− ψ θ-function method to observe some of the solitary
wave solutions for the microtubules (MTs). By treating the issues as nonlinear model partial …