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The time course of the probability in regaining walking ability is shown in two modes: first, dependent on time from study onset (figure 2A) and second, based on duration of illness (figure 2B).
But (hat{H}') is still dependent on time.
The estimates are clearly dependent on time.
Two switching laws are developed based on extended dwell time (DT) strategies: (a) mode-dependent dwell time (MDDT); (b) mode mode-dependent dwell timode mode-dependent
This paper is concerned with the issues of feasibility, stability and robustness on the switched model predictive control (MPC) of a class of discrete-time switched linear systems with mode-dependent dwell time (MDT).
Based on the mode-dependent average dwell time method and discretized Lyapunov function technique (DLF), a new method is proposed to analyze the stability for the switched fuzzy systems with unstable subsystems.
Attention is focused on the design of a mode-dependent asynchronous time-varying filter such that the prescribed weighted H∞ performance requirement can be achieved under the average dwell-time switching.
The sufficient conditions are developed by adopting the mode-dependent average dwell time (MDADT) technique.
To further reduce the conservatism, the mode-dependent average dwell time method is adopted.
A further explanation of mode-dependent average dwell time is included.
Sufficient conditions on finite-time boundedness and finite-time H∞ performance are first derived for the augmented switched error systems, upon which the mode-dependent finite-time H∞ filter is designed.
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