This current research is considered some new exact soliton solutions to the time-fractional
three coupled non-linear Maccari's system in complex form with novel truncated M-fractional …

The primary objective of this article is to construct novel solitary wave solutions for the
nonlinear (3+ 1)-dimensional modified Korteweg-de Vries-Zakharov-Kuznetsov equation …

In this study, based on the Hirota bilinear form, the exact analytic solutions of the (3+ 1)
dimensional Vakhnenko–Parkes equation with various physical properties were constructed …

Abstract The time fractional Jaulent–Miodek (JM) system is investigated analytically under β-
derivative in this study. The JM system is associated with energy dependent potential of the …

The exact soliton solutions of concatenated model are extracted in this research paper. Two
exact methods, exp (-s (Λ))-expansion method and extended (G′ G 2)-expansion method …

This paper investigates some novel exact analytical solutions, including soliton wave,
periodic wave, singular, and kink-singular wave solutions for the fractional Whitham-Broer …

The main goal of the current work is to develop numerical approaches that use the Yang
transform, the homotopy perturbation method (HPM), and the Adomian decomposition …

This paper presents the mathematical and physical analysis, as well as distinct types of
exact wave solutions, of an important fluid flow dynamics model called the truncated M …

In this study, the analytical soliton solutions of the beta time-fractional simplified modified
Camassa-Holm equation, a mathematical model used to describe the propagation of …

The current study deals with exact soliton solutions for Schrödinger-Hirota (SH) equation via
two modified integration methods. Those methods are known as the improved (G′/G) …