Robust Stability For Uncertain Discrete Singular Systems With State Delay

By Shengyuan Xu, James Lam. 2003

59 citations recorded by the source corpus.

Subfields: Computer Networks and Communications, Control and Systems Engineering, Statistical and Nonlinear Physics

View Paper: https://www.semanticscholar.org/paper/6350546a00f8efe5f4b305896d594a749ae21bb2

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computer Networks and Communications

1. James Lam
2. Shengyuan Xu
3. Yun Zou
4. Zhengguang Wu
5. El Kebir Boukas
6. H. Su
7. Jian Chu
8. Ligang Wu

In Control and Systems Engineering

1. James Lam
2. Shengyuan Xu
3. El Kebir Boukas
4. Zhengguang Wu
5. Ligang Wu
6. Peng Shi
7. Yun Zou
8. H. Su

In Statistical and Nonlinear Physics

1. Shengyuan Xu
2. James Lam
3. El Kebir Boukas
4. H. Su
5. Jian Chu
6. Zhengguang Wu
7. Ligang Wu
8. Zhan Shu

Citations in the corpus

• Robust stabilization for uncertain discrete singular systems with state delay (2008, background): “Xu et al. [16], Xu and Lam [17], Chen and Chou [18, 19] discussed the robust stability problem for discrete singular systems with state delay and uncertainty and established several robust stability and D-stability conditions.”
• On stability and stabilizability of positive delay systems (2009, background): “in the literature, to mention a few, uncertain time-delay systems are investigated in [12, 13], delayed linear parameter-varying systems are studied in [14], delayed two-dimensional systems are considered in [15, 16], delayed stochastic systems are concerned in [17], and delayed singular systems are”
• Robust stability and stabilization of discrete singular systems: an equivalent characterization (2004, background): “Now, it is known that the robust stability problem for singular systems is much more complicated than that for state-space systems because it requires to consider not only stability robustness, but also regularity and absence of impulses (for continuous singular systems) or causality (for discrete s”
• On Stability and Stabilizability of Singular Stochastic Systems with Delays (2005, background): “then a sufficient condition for ( 14 ) to hold is that”
• IMPROVED CONDITIONS FOR DELAY‐DEPENDENT ROBUST STABILITY AND STABILIZATION OF UNCERTAIN DISCRETE TIME‐DELAY SYSTEMS (2005, background): “The existing stability conditions for time-delay systems can be classified into two types, that is, delayindependent stability conditions and delay-dependent stability conditions [1-3].”