Delay-Dependent Stability Analysis of Singular Linear Continuous-time System
By El Kebir Boukas, Z. Liu. 2003 4th International Conference on Control and Automation Proceedings, 2003
67 citations recorded by the source corpus.
Subfields: Computer Networks and Communications, Control and Systems Engineering
View Paper: https://www.semanticscholar.org/paper/8a7fcb51654d0a9bef4bb1e4690fbb7c9af84b8c
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In Computer Networks and Communications
In Control and Systems Engineering
Citations in the corpus
- DELAY‐DEPENDENT ROBUST CONTROL OF DESCRIPTOR SYSTEMS WITH TIME DELAY (2006, methodology): “However, the results obtained in [2] are based on some model transformation technique and the assumption that the slow state x1(t) and the fast state x2(t) satisfy || x2(t) ||(2) ≤ x1(t) M x1(t).”
- Switched nonlinear singular systems with time‐delay: Stability analysis (2015, background): “In addition, regular time-delay systems with algebraic constraint conditions and time-delay composite control systems are all singular time-delay systems; for retarded problem, the reader can refer, for instance, to papers such as [11, 12].”
- On stability and stabilisation of continuoustime singular markovian switching systems (2008, unknown): “Most of the results developed for this class of systems are not easily tractable for more details we refer the reader to [33, 34, 35] where different approaches have been used to get the established results that are totally different from the one of this paper.”
- On the stability issues of switched singular time‐delay systems with slow switching based on average dwell‐time (2014, background): “Because singular systems constitute an important class of systems of both theoretical and practical significance, many approaches have been developed to investigate their stability and stabilization [1–3], solvability [4], optimal control [5,6], and applications [7].”