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 Copyright policy )Abstract: The problem of global stabilization is studied by partial state feedback for a class of cascade systems with time-delay. Under suitable ISS conditions on inverse dynamics, a delay-free, dynamic partial state feedback compensator is designed to achieve global state regulation. This is made possible by developing a dynamic gain based design method, together with the ideas of changing supply rates and backstepping. By constructing appropriate Lyapunov-Krasovskii functionals, we prove that all the states of the time-delay cascade system can be regulated to the origin while maintaining boundedness of the closed-loop system.
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