Control Mechanism of Fractional-order and Integer-order Dynamical Systems
Submission deadline: 2024-08-31
Section Collection Editors

Section Collection Information

Dear colleagues,

 

During the past several decades, fractional-order and integer-order dynamical systems have displayed a great theoretical value in modelling real-world phenomena. Stability and bifurcation control issue is a vital aspect in fractional-order and integer-order differential equations. For a long time, stability and bifurcation control technique have gained great interest form many scholars in numerous areas. In order to achieve a desired goal, various stability and bifurcation control techniques are designed.

For different fractional-order and integer-order dynamical systems, how to design some suitable controllers to achieve our control objectives is still a challenging problem that we face.

The purpose of this Special Issue is to report recent developments in the stability and bifurcation control of fractional-order and integer-order differential dynamical systems.

 

This Special Issue will accept high-quality papers containing original exploration results and survey articles of exceptional merit on the stability and bifurcation control of fractional-order and integer-order dynamical systems in lots of natural science and social science fields.

 

Dr. Changjin Xu

Section Editors


Keywords

Hopf bifurcation Control; Chaos Control; Neural Networks; Delayed Dynamical Model; Fractional-order Dynamical Model; Stability

Published Paper