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Quadratic Optimal control of linear systems with time-varying input delay.

, , and . CDC, page 4996-5000. IEEE, (2010)

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Decentralized Iiss Robustification of Interconnected Time-Delay Systems: A Small-Gain Approach., , and . TDS, page 219-224. International Federation of Automatic Control, (2012)Observer-based closed-loop control of plasma glycemia., , , and . CDC, page 3507-3512. IEEE, (2009)On saturation, discontinuities and time-delays in iISS and ISS feedback control redesign., and . ACC, page 190-195. IEEE, (2010)A Lyapunov-Krasovskii Methodology for ISS of Time-Delay Systems., and . CDC/ECC, page 5782-5787. IEEE, (2005)Safe Digital Stabilization of Nonlinear Systems with an Application to Glucose Control., , and . CDC, page 8800-8805. IEEE, (2023)Symbolic models for networks of discrete-time nonlinear control systems., , and . ACC, page 1787-1792. IEEE, (2014)A Lyapunov-Krasovskii Methodology for iISS of Time-Delay Systems., and . CDC, page 4206-4211. IEEE, (2006)On global exponential stability preservation under sampling for globally Lipschitz time-delay systems., and . Autom., (2017)Lyapunov criteria for stability in Lp norm of special neutral systems., and . Autom., 48 (1): 132-138 (2012)Regulation of the Human Plasma Glycemia by Means of Glucose Measurements and Subcutaneous Insulin Administration., , , , , and . ICONS, page 524-529. International Federation of Automatic Control, (2013)