DELAY-DEPENDENT STABILIZATION OF SINGULAR LINEAR SYSTEMS WITH DELAYS
By El Kebir Boukas, Naser F. Al-Muthairi. 2006
102 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/9f2d9c163b541a3242fbac366c9c9ef5e372885e
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Citations in the corpus
- Stability and Stabilization of Delayed T--S Fuzzy Systems: A Delay Partitioning Approach (2009, background): “, the so-called “delay-dependent” approach [3], [9], [12], while the other is not concerned with the size of the delay, which is called as the “delay-independent” approach.”
- Delay-dependent robust H∞ control for uncertain discrete-time singular systems with time-delays (2008, methodology): “Obviously, most of the results for time-delay singular systems investigated were the timedelay continue-time singular systems [2,7,16,21,23].”
- Singular linear systems with delay: ℋ︁∞ stabilization (2007, background): “2 (Boukas [16]) The free singular linear system (1) is regular, impulse free and internally stable (w(t)= 0,∀t 0) if there exist a non-singular matrix P and symmetric and positive-definite matrices Q>0, R>0, and T>0, such that the following set of LMIs holds: E P = P E 0 (4)”
- Exponential synchronization of stochastic delayed discrete-time complex networks (2008, background): “Furthermore, due to the fact that time delays may cause undesirable dynamic network behaviors such as oscillation and instability [1, 5, 7, 21], the synchronization problem for complex networks with timedelays has gained increasing research attention.”
- Sliding mode control of switched hybrid systems with time‐varying delay (2008, background): “The main reason is that many processes include after-effect phenomena in their inner dynamics, and engineers need their models to approximate the real processes more accurately due to the ever-increasing expectations of dynamic performance [8, 9].”