Application of Newton's polynomial interpolation scheme for variable order fractional derivative with power-law kernel
This paper, offers a new method for simulating variable-order fractional differential operators
with numerous types of fractional derivatives, such as the Caputo derivative, the Caputo …
with numerous types of fractional derivatives, such as the Caputo derivative, the Caputo …
Navigating climate complexity and its control via hyperchaotic dynamics in a 4D Caputo fractional model
This interdisciplinary study critically analyzes current research, establishing a profound
connection between sea water, sea ice, sea temperature, and surface temperature through a …
connection between sea water, sea ice, sea temperature, and surface temperature through a …
[HTML][HTML] Feedback Control Design Strategy for Stabilization of Delayed Descriptor Fractional Neutral Systems with Order 0 < ϱ < 1 in the Presence of Time-Varying …
Descriptor systems are more complex than normal systems, which are modeled by
differential equations. This paper derives stability and stabilization criteria for uncertain …
differential equations. This paper derives stability and stabilization criteria for uncertain …
Solvability of a generalized ψ-Riemann–Liouville fractional BVP under nonlocal boundary conditions
In this paper we consider a class of nonlinear BVP involving fractional derivative in the ψ-
Riemann–Liouville sense with nonlocal boundary conditions. By means of some properties …
Riemann–Liouville sense with nonlocal boundary conditions. By means of some properties …
Qualitative properties and optimal control strategy on a novel fractional three-species food chain model
In this study, the dynamics of a novel three-species food chain model featuring the Sokol–
Howell functional response are explored. The fear of predators is incorporated into prey …
Howell functional response are explored. The fear of predators is incorporated into prey …
An investigation on existence and optimal feedback control for fractional neutral stochastic evolution hemivariational inequalities
This paper addresses some interesting results of optimal feedback control for neutral
stochastic fractional systems in Hilbert spaces. We study the primary results by utilizing the …
stochastic fractional systems in Hilbert spaces. We study the primary results by utilizing the …
Chaotic Dynamics of Conformable Maturity-Structured Cell Population Models
The primary aim of this study is to analyze the chaotic dynamics of a conformable maturity
structured cell partial differential equation of order z∈(0, 1), which extends the classical …
structured cell partial differential equation of order z∈(0, 1), which extends the classical …
A novel optimal control strategy for nutrient-phytoplankton-zooplankton model with viral infection in plankton
This paper presents a mathematical model that explores the intricate dynamics between
nutrients, phytoplankton, and zooplankton populations, incorporating viral infection …
nutrients, phytoplankton, and zooplankton populations, incorporating viral infection …
A dynamic learning method for phase synchronization control in Hodgkin–Huxley neuronal networks
Q Ding, Y Wu, W Huang, Y Jia - The European Physical Journal Special …, 2024 - Springer
The mathematical optimization techniques may control the network to target firing patterns
by adjusting the weights of network nodes. Inspired by the dynamics of dynamical learning …
by adjusting the weights of network nodes. Inspired by the dynamics of dynamical learning …
Vibration suppression and P-bifurcation of a randomly excited fractional-order dam** system controlled by nonlinear energy sink
Nonlinear energy sink (NES) is a device used for structural vibration reduction, which can
not only achieve targeted energy transfer, but also has many advantages such as wide …
not only achieve targeted energy transfer, but also has many advantages such as wide …