This paper presents a new study that incorporates the Stratonovich integral and conformal
fractional derivative into the fractional stochastic Bogoyavlenskii equation with multiplicative …

This study employed the planar dynamics system method to investigate the chaotic behavior
and traveling wave solution of the fractional stochastic Zakharov system arising in plasma …

The stochastic-fractional Drinfel'd–Sokolov–Wilson equation is a presently improved
nonlinear partial differential equation in electromagnetism and fluid mechanics. Using the …

The present investigation describes the dynamical behavior, multi-stability, and traveling
wave solutions of thin-film polarisation equations (TFPE) which describes the propagation of …

In this research, the complete discriminant system (CDS) of polynomial method (CDSPM)
will be applied to analyze the dynamic characteristics of the cubic–quintic nonlinear …

In this paper, to find new wave structures of (2+ 1)-dimensional new generalized Korteweg-
de Vries (ngKdV) equation, extended generalized Kudryashov and improved tan (ϕ 2) …

The work explores the optical wave solutions along with their graphical representations by
proposing the coupled spatial‐temporal fractional cubic‐quartic nonlinear Schrödinger …

In this work, we implement the bifurcation theory for the planar dynamical system and the
complete discrimination system method of polynomials to the integrable Kuralay equations …

This study presents a comprehensive analysis of a nonlinear telecommunications model,
exploring bifurcation, stability, and wave solutions using Hamiltonian and Jacobian …

The main objective of this paper is to study the chaotic behavior and embedded soliton of
cubic-quartic χ (2) and χ (3) nonlinear susceptibilities with multiplicative white noise. Firstly …