Ramiro Zurkowski

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In this paper we survey approaches to studying the ergodicity of aperiodic and irre-Various results exist for subgeometric and geometric ergodicity with different techniques. Roberts and Rosenthal [19] show using the Coupling Inequality and Nummelin's Splitting Technique how geometric ergodicity follows from a simple drift condition. Subgeometric ergodicity(More)
—Many applications in networked control require intermittent access of a controller to a system, as in event-triggered systems or information constrained control applications. Motivated by such applications and extending previous work on Lyapunov-theoretic drift criteria, we establish both subgeometric and geometric rates of convergence for Markov chains(More)
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