All the time, differential dynamical models with delay has witness a tremendous application
value in characterizing the internal law among diverse biological populations in biology. In …

Recently, delayed dynamical model has witnessed a great interest from many scholars in
biological and mathematical areas due to its potential application in describing the …

This study introduces an analysis of bifurcations, chaotic dynamics, and sensitivity using the
Galilean transformation applied to the perturbed non-linear Schrödinger equation (NLSE) …

In this manuscript, our primary objective is to delve into the intricacies of an extended
nonlinear Schrödinger equation. To achieve this, we commence by deriving a dynamical …

For exploring the behavior of complex two-dimensional systems, the idea of planar
dynamical systems offers a potent and adaptable framework. It is simple for researchers to …

Both capacitor and charge-controlled memristor (CCM) can regulate the inner energy levels
during the release and accumulation of charges in these electronic components …

This study delves deep into the complexities of the modified nonlinear Schrödinger
equation. Through the Galilean transformation, we derive a dynamic system linked to the …

This manuscript is a captivating exploration of the (3+ 1)-D nonlinear extended Quantum
Zakharov–Kuznetsov (NLEQZK) equation, revealing its complex dynamics and solitary wave …

This manuscript delves into the exploration of a third-order dispersive Schrödinger equation
incorporating Kerr nonlinear effects, a common model employed for the transmission of …

The progression of the still ongoing COVID-19 epidemic must be studied in the world of
differential operators other than those specified with integer-order temporal derivatives …