This article is concerned with stability and performance of controlled stochastic processes under receding horizon policies. We develop a framework for systematically guaranteeing stability under receding horizon policies via appropriate selections of cost functions in the underlying finite-horizon optimal control problem. We also obtain quantitative bounds on the performance of the system under receding horizon policies as measured by the long-run expected average cost. The results are illustrated with the help of several examples.
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A 2014 study studied this question.
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