Robust observer and observer-based control designs for discrete one-sided Lipschitz systems subject to uncertainties and disturbances
Version 2 2024-06-04, 10:07
Version 1 2019-03-14, 12:57
journal contribution
posted on 2024-06-04, 10:07 authored by CM Nguyen, Pubudu PathiranaPubudu Pathirana, Hieu TrinhHieu TrinhRobust observer and observer-based control designs for discrete one-sided Lipschitz systems subject to uncertainties and disturbances
History
Journal
Applied Mathematics and ComputationVolume
353Pagination
42-53Location
Amsterdam, The NetherlandsISSN
0096-3003eISSN
1873-5649Language
EnglishPublication classification
C1 Refereed article in a scholarly journalCopyright notice
2019, Elsevier IncPublisher
ELSEVIER SCIENCE INCUsage metrics
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Keywords
Science & TechnologyPhysical SciencesMathematics, AppliedMathematicsRobust observer designRobust control designUncertaintyDisturbanceOne-sided Lipschitz conditionLinear matrix inequality (LMI)STATIC OUTPUT-FEEDBACKNONLINEAR-SYSTEMSLMI CONDITIONSTIME-SYSTEMSSTABILIZATIONPARAMETERS010203 Calculus of Variations, Systems Theory and Control Theory010204 Dynamical Systems in Applications090602 Control Systems, Robotics and Automation970109 Expanding Knowledge in Engineering970101 Expanding Knowledge in the Mathematical SciencesSchool of Engineering4901 Applied mathematics
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