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A systematic stochastic design strategy achieving an optimal tradeoff between peak BGL and probability of hypoglycaemic events for individuals having type 1 diabetes mellitus.

, , , , , and . Biomed. Signal Process. Control., (2020)

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A performance limitation for blood glucose regulation in type 1 diabetes accounting for insulin delivery delays., , , , , , and . CDC, page 5017-5022. IEEE, (2016)A systematic stochastic design strategy achieving an optimal tradeoff between peak BGL and probability of hypoglycaemic events for individuals having type 1 diabetes mellitus., , , , , and . Biomed. Signal Process. Control., (2020)Best Possible Region of Attraction for a Class of Unstable Systems Using Short Horizon MPC Concepts., , and . CDC/ECC, page 278-283. IEEE, (2005)Individualization of stochastic models from population statistics for blood glucose regulation in Type 1 diabetes patients., , , , , and . AuCC, page 4-8. IEEE, (2016)A methodology for the comparison of traditional MPC and stochastic MPC in the context of the regulation of blood glucose levels in Type 1 diabetics., , and . AuCC, page 126-131. IEEE, (2016)Application of MPC incorporating Stochastic Programming to Type 1 diabetes treatment., , , , and . ACC, page 907-912. IEEE, (2016)A fundamental control limitation for linear positive systems with application to Type 1 diabetes treatment., , , , and . Autom., (2015)Maximal controllability of input constrained unstable systems by the addition of implicit constraints., , and . Autom., 47 (10): 2260-2266 (2011)Scenario-based, closed-loop model predictive control with application to emergency vehicle scheduling., and . Int. J. Control, 86 (8): 1338-1348 (2013)Null controllable sets of unstable systems and their application to MPC., , and . ECC, page 1287-1292. IEEE, (2009)