In this article, we take into account the (2+ 1)-dimensional stochastic Chiral nonlinear
Schrödinger equation (2D-SCNLSE) in the Itô sense by multiplicative noise. We acquired …

This article explores on a stochastic couple models of ion sound as well as Langmuir surges
propagation involving multiplicative noises. We concentrate on the analytical stochastic …

In this paper, a novel and simple approach called the variational direct method (VDM) is
applied to construct the exact traveling wave solutions of the system of ion sound and …

The present manuscript employed a rare approach to tackle a vector-coupled system of
Chen-Lee-Liu Equation (CLLE). This approach was based on the combination of the …

In this work, we study a time-fractional ion sound and Langmuir waves system (FISLWS) with
Atangana–Baleanu derivative (ABD). We use a fractional ABD operator to transform our …

A variety of works on the (1+ 1) dimensional system of ion sound and Langmuir waves were
carried in the literature. A novel transformation, which is based on considering complex …

Abstract The Zakharov-Kuznetsov Benjamin-Bona-Mahony equation and its generalized
form, considered in this study are two notable models for describing the magneto-acoustic …

We consider the system of stochastic equations of the ion sound and Langmuir waves with
multiplicative noise in the Itô sense. To get new exact stochastic solutions, we apply three …

In investigation is the generalized Vakhnenko–Parkes equation with time-dependent
coefficients, which is a new nonlinear model connecting to high-frequency wave …

In the current study, we investigate the dynamicity of soliton propagation of the Schrödinger–
Hirota (SH) equation amidst the presence of third-order dispersion by employing the Riccati …