Abstract
In this paper, we deal with the digital output-measurement-feedback H control problem for Pritchard-Salamon infinite-dimensional systems with unbounded input and output operators. A discrete Popov-theory-based solution is given in terms of the solvability of Kalman-Szego-Popov-Yakubovitch systems associated with the equivalent discrete-time time-invariant system obtained by lifting the 7-periodic continuous-time system.
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