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Distributed IoT Systems with time guaranties need to be carefully dimensioned to provide correct operations timings.
Hence, we can extend classical deterministic systems with time dependence.
Then, it is natural to ask what about the reachable set of systems with time delays.
Yu and Cao [20] addressed the synchronization of chaotic systems with time delay.
Recently, ILC has been introduced to systems with time delays to improve the tracking performance.
Therefore, the study on stability analysis for systems with time delay has been widely investigated.
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It is a challenge to design ILC for systems with time-varying delays.
The stability of coupled systems with time-varying coupling structure (CSTCS) is considered in this paper.
Cracked rotor systems with time-periodic stiffness are well-known examples of such systems.
The dynamic stability of dynamical systems with time-periodic stiffness is addressed here.
A class of dynamic multi-degree-of-freedom systems with time-varying parameters has been studied.
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