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In this paper, the pole placement problem for a class of single-input discrete systems with unknown equilibrium points is investigated. The problem is completely resolved by developing a recursive delayed feedback control method. Two examples show the effectiveness of the proposed method in stabilizing uncertain equilibrium points or equilibrium sets
This paper discusses the stability of discrete-time networked control systems (NCSs) over a communication network whose packet-loss process is modeled as a Bernoulli model and packet dropping probability is varying and driven by a finite Markov chain. We treat the NCS as a jump linear system. By using stochastic control theory, a necessary and sufficient condition for mean square stability is obtained...
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