Robust Control and Filtering of Singular Systems
By Shengyuan Xu, James Lam. 2006
989 citations recorded by the source corpus.
Subfields: Control and Systems Engineering
View Paper: https://www.semanticscholar.org/paper/02108cda208eb9c7bd0fef366699ea220d627cb3
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In Control and Systems Engineering
Citations in the corpus
- On the stability issues of switched singular time‐delay systems with slow switching based on average dwell‐time (2014, background): “E,Ai / is regular and impulse-free [1].”
- Delay‐dependent robust H∞ controller synthesis for discrete singular delay systems (2011, background): “Lemma 4 ([34]) Given matrices , and with appropriate dimensions and with symmetric, then + F + T FT T<0 for any F satisfying FT F I , if and only if there exists a scalar ε>0 such that +ε T +ε−1 T <0.”
- Admissibility and control of switched discrete-time singular systems (2013, background): “…controllers and observers design are developed for singular linear systems (Boukas, 2008; Chadli & Darouach, 2012, 2013; Darouach & Boutayeb, 1995; Xu & Lam, 2006 and references therein), only few results exist for the switched singular systems compared to the standard systems (Daafouz et al.,…”
- Switched nonlinear singular systems with time‐delay: Stability analysis (2015, background): “Singular systems, also referred to as implicit systems, descriptor systems, or generalized state-space systems, have extensive applications in many practical situations, for example, circuit boundary control systems, chemical processes, electrical networks, economical systems, and other areas [9].”
- Robust stabilization for uncertain discrete singular systems with state delay (2008, methodology): “Remark 4 In [8, 9, 19], to establish the stability condition for the same systems, the considered systems are converted into delay-free systems by augmentation approach.”
- A Parameterized Macromodeling Strategy With Uniform Stability Test (2009, background): “The transfer function of (53) is given by [25]”
- Robust H∞ deconvolution filtering for uncertain singular Markovian jump systems with time‐varying delays (2016, methodology): “t/ 6 < 1, which is too restricted [4, 15, 17].”