This book aims to bring together the latest innovative knowledge, analysis, and synthesis of fractional control problems of nonlinear systems as well as some related applications. Fractional order systems (FOS) are dynamical systems that can be modelled by a fractional differential equation carried with a non-integer derivative. In the last few decades, the growth of science and engineering systems has considerably stimulated the employment of fractional calculus in many subjects of control theory, for example, in stability, stabilization, controllability, observability, observer design, and fault estimation. The application of control theory in FOS is an important issue in many engineering applications. So, to accurately describe these systems, the fractional order differential equations have been introduced.
Table des matières
On the stability of Caputo fractional-order systems: A survey.- State estimation for Fractional-order systems.- Design of Robust Fractional Predictive Control for a Class of Uncertain Fractional Order Systems.- Pricing European and American Options under Fractional Model.
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