Output-feedback guaranteed cost control for uncertain time-delay systems with Markov jumps. (English) Zbl 0999.93071
This paper deals with the guaranteed cost control problem of a jump linear system with uncertain parameters and constant time delays.
The authors investigate the robust stability and the mean square quadratic stability (MSQS) of this class of systems. Using the linear matrices inequalities optimization technique, they develop an algorithm to design a suboptimal output-feedback guaranteed cost controller which stabilizes the system in the MSQS sense.
The authors investigate the robust stability and the mean square quadratic stability (MSQS) of this class of systems. Using the linear matrices inequalities optimization technique, they develop an algorithm to design a suboptimal output-feedback guaranteed cost controller which stabilizes the system in the MSQS sense.
Reviewer: M.Nisio (Osaka)
MSC:
93E15 | Stochastic stability in control theory |
93D21 | Adaptive or robust stabilization |
60J75 | Jump processes (MSC2010) |
15A39 | Linear inequalities of matrices |
93D09 | Robust stability |