Titlebook: Analysis and Control for Fractional-order Systems; Yonggui Kao,Changhong Wang,Yue Cao Book 2024 The Editor(s) (if applicable) and The Auth

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HCI International 2021 - Posterson-strongly connected topology. A novel fractional integral sliding mode surface and the corresponding control law are designed to realize the global Mittag-Leffler synchronization. The sufficient conditions for synchronization and the reachability of the sliding mode surface are derived via hierarc

浪蕩子

HCI International 2021 - Postersnal adaptive sliding mode control method. The approach involves designing a fractional-order integral type switching function and deriving adaptive sliding mode control laws that facilitate the reachability of the fractional-order sliding mode surface within a finite-time interval. Additionally, an

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978-981-99-6056-9The Editor(s) (if applicable) and The Author(s), under exclusive license to Springer Nature Singapor

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神圣將軍

Adaptive Sliding Mode Control for Uncertain General Fractional Chaotic Systemsd reaching law are established. Based on the proposed stability criterion, it is shown that the states of UGFCSs can reach the sliding surface and asymptotically converge to zero along the sliding surface. Lastly, the efficacy and efficiency of the proposed fractional controllers are demonstrated by numerical simulations.

CONE

Finite-Time Synchronization of Delayed Fractional-Order Heterogeneous Complex Networkssigned to guarantee the FET synchronization of TFCHCNs with external interference. Moreover, the upper bound of settling-time function is obtained. Finally, two simulation examples are provided to verify the practicability of our findings.

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ional coupled reaction-diffusion system using a sliding mode.This book focuses on the applications of various types of fractional-order differential equations. The authors present their latest research results. This book for the first time?.introduces.?the concept of general fractional chaotic syste