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New algorithms for verification of relative observability and computation of supremal relatively observable sublanguage.

, , and . CCA, page 526-531. IEEE, (2016)

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Codiagnosability of timed networked discrete-event systems subject to event communication delays and intermittent loss of observation., , and . CDC, page 4211-4216. IEEE, (2017)Supervisory control of timed networked discrete event systems., , and . CDC, page 4859-4865. IEEE, (2017)Robust supervisory control of discrete event systems against intermittent loss of observations., , , , and . Int. J. Control, 94 (7): 2008-2020 (2021)State Estimation and Detectability of Networked Discrete Event Systems with Multi-Channel Communication Networks., and . ACC, page 5602-5607. IEEE, (2019)Robust Supervisory Control against Intermittent Loss of Observations., , , , and . WODES, page 294-299. International Federation of Automatic Control, (2014)Codiagnosability of Networked Discrete Event Systems With Timing Structure., , and . IEEE Trans. Autom. Control., 67 (8): 3933-3948 (2022)Network codiagnosability of Discrete-Event Systems subject to event communication delays., , , and . WODES, page 217-223. IEEE, (2016)New algorithms for verification of relative observability and computation of supremal relatively observable sublanguage., , and . CCA, page 526-531. IEEE, (2016)State Estimation and Detectability of Networked Discrete Event Systems With Multi-Channel Communication Networks., and . IEEE Trans Autom. Sci. Eng., 21 (3): 2622-2637 (July 2024)