Singularly Perturbed Jump Systems
Stability, Synchronization and Control
Article
This paper presents a novel model-free method to solve linear quadratic (LQ) mean-field control problems with one-dimensional state space and multiplicative noise. The focus is on the infinite horizon LQ setti...
Book
Chapter
This chapter focuses on the stochastic stability analysis and the stabilizing controller design problem for discrete-time Markov jump singularly perturbed systems (MJSPSs), in which the complete probability in...
Chapter
This chapter considers the robust control problem for nonlinear Markov jump singularly perturbed jump systems based on the T-S fuzzy model. To address the issue of actuator failure, fault-tolerant control and ...
Chapter
In this section, we consider the stabilization for semi-Markov jump singularly perturbed systems (SMJSPSs) subjected to partially available transition information. The considered system includes two special ca...
Chapter
This chapter investigates the problem of \(H_{\infty }\) H ∞ ...
Chapter
In this chapter, the \(H_{\infty }\) H ∞ ...
Chapter
The coexistence of multiple-time scales dynamics phenomena and sudden changes in system structure and parameters are frequently encountered in engineering control systems. Generally, these control systems can ...
Chapter
This chapter investigates the \(H_{\infty }\) H ∞ ...
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This chapter gives the \(H_{\infty }\) H ∞ ...
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This chapter focuses on the issue of nonlinear semi-Markov singularly perturbed systems (SPSs) using a fuzzy model-based approach. This chapter uses semi-Markov Kernel (SMK) to calculate controller gains by us...
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This chapter investigates the asynchronous \(H_{\infty }\) H ∞ ...
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Finite-time boundedness (FTB) describes the boundedness of system states. It required that system states cannot exceed a given threshold during a finite time interval. The existing results on Markov jump singu...
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This chapter summarizes the work in this book, discusses the opportunities and challenges in MPC and AMV control system design, and provides some potential future research directions.
Chapter
The study of AMV motion can be split into two groups: (1) Kinematics, which only deals with geometrical aspects of the motion; (2) Dynamics, which analyzes the forces and moments causing the motion. In this ch...
Chapter
This chapter applies a robust distributed model predictive platooning control approach for a group of heterogeneous ASVs with the input constraint and bounded external disturbances. The control input for each ...
Book
Chapter
In this chapter, an algorithm is firstly proposed for an AUV. A nonlinear Proportional-derivative (PD) law is exploited to construct the contraction constraint in optimization problem that is associated wi...
Chapter
This chapter studies the formation tracking problem of a team of AUVs with the ocean current disturbances. A DLMPC is designed such that AUVs can keep the desired formation while tracking the reference traject...
Chapter
Two distinct fast implementation strategies are proposed for the NMPC-based trajectory control of an . The first strategy is based on the numerical continuation method. Assuming that the solution of the ass...