In this paper, the improved modified extended Tanh function technique is used to find
analytical solutions to the cubic-quartic Lakshmanan-Porsezian-Daniel model which …

The study consists of the distinct types of the exact soliton solutions to an important model
called the beta-time fractional (1+ 1)-dimensional non-linear Van der Waals equation. This …

In this paper, we investigate soliton solutions and other exact solutions of the highly
dispersive perturbed nonlinear Schrödinger equation having Kudryashov's arbitrary form …

In this paper, a novel application of the improved modified extended tanh function has been
implemented to derive analytical solutions for the longitudinal wave equation in a magneto …

The optical soliton and exact solutions of the stochastic concatenation model are obtained
by using the modified extended direct algebraic method. This method provides a wide …

In this work, we investigate the exact solutions of (2+ 1)-dimensional coupled resonant
Davey-Stewartson equation (DSE) with the properties of truncated M-fractional derivative. It …

In this work, the dynamics for coupled system of dispersive nonlinear Schrödinger equation
with Kudryashov's law of nonlinearity are studied with the aid of improved modified extended …

This paper explores a specific class of equations that model the propagation of optical
pulses in dual-core optical fibers. The decoupled nonlinear Schrödinger equation with …

The primary focus of this paper is the investigation of the truncated M fractional Kuralay
equation, which finds applicability in various domains such as engineering, nonlinear optics …

In this article, we are interested in two principal topics. First, the bright optical soliton
solutions of the third-order (1+ 1)-nonlinear Schrödinger equation including power law …