This paper presents the nonlinear chaotic dynamics of a power system model within an incommensurate fractional-order framework. Equilibrium points are derived and analyzed using Jacobian-based local stability theory adapted to fractional-order systems. Furthermore, bifurcation analysis is employed to examine how variat...
O. Kahouli, Nadjette Debbouche, Adel Ouannas et al.· Mathematics· 0 citations
This work examines the state estimation of fuzzy control systems subject to disturbances, particularly perturbations bounded by a Hölderian continuous function, and solves the observer design problem using the Takagi–Sugeno (T–S) fuzzy approach with specific restrictions on the nonlinearities.
Z. Klai, M. A. Hammami, M. Ayari et al.· International Journal of Dyn...· 0 citations
This study develops a feedback stabilization framework for uncertain Takagi–Sugeno (T–S) fuzzy systems, guaranteeing practical exponential stability. A primary contribution is the derivation of sufficient conditions established via Lyapunov analysis, which ensure that all system trajectories converge exponentially to a...
M. Ayari, F. Delmotte, M. A. Hammami et al.· Advanced Theory and Simulati...· 0 citations
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