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A Characterization of the Minimal Average Data Rate that Guarantees a Given Closed-Loop Performance Level.

, , , and . CoRR, (2014)

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On Optimal Perfect Reconstruction Feedback Quantizers., , , and . IEEE Trans. Signal Process., 56 (8-2): 3871-3890 (2008)Simple coding for achieving mean square stability over bit-rate limited channels., , , and . CDC, page 2698-2703. IEEE, (2008)Performance limitations in the control of LTI plants over fading channels., and . ASCC, page 1-6. IEEE, (2013)Explicit conditions for stabilization over noisy channels subject to SNR constraints., , and . ASCC, page 1-6. IEEE, (2013)Stabilization of two-input two-output systems over SNR-constrained channels., , and . Autom., 49 (10): 3133-3140 (2013)Optimal design of a class of controllers and data-dropout compensators for LTI plants controlled over erasure channels., , and . CDC, page 6741-6746. IEEE, (2013)Upper bounds on the best achievable performance subject to SNR constraints in two-channel networked architectures., , and . CDC, page 6692-6697. IEEE, (2010)An analytic characterization of a stabilizing feedback for LTI plants., , , and . ECC, page 231-235. IEEE, (2009)On the design of control systems over unreliable channels., , and . ECC, page 377-382. IEEE, (2009)Packetized Predictive Control over Erasure Channels., , and . ACC, page 1003-1008. IEEE, (2007)