Abstract—In this paper, stability conditions for large-scale systems are derived by categorizing agents into symmetry groups and applying local control laws under limited intercon-nections with neighbors. Particularly, stability for dissipative systems is considered. It is assumed that subsystems are dissi-pative and stability is studied. Conditions are derived for the max number of subsystems that may be added while preserving stability and these results may be used in the synthesis of large-scale systems with symmetric interconnections. I
This paper studies the problem of whether a large-scale Lurie system can achieve absolute stability ...
Abstract: This paper studies the state feedback stabilization of discrete singular large-scale contr...
This paper presents a new stabilizing method for the control of complex systems operating in semi-au...
This paper discusses the stability for a class of symmetric composite systems. For the asymptotic st...
Abstract—This paper considers nonlinear control systems that are approximately symmetric, and extend...
Abstract—This paper presents boundedness results for symmetric nonautonomous control systems. The re...
AbstractPractical stability is neither weaker nor stronger than Lyapunov stability, and practical st...
Stability and convergence properties of large-scale integrated systems are essential aspects of the ...
In this paper, we study decomposition techniques for nonlinear large-scale systems, which have the f...
This paper considers nonlinear symmetric control systems. By exploiting the symmetric structure of t...
Abstract—This paper considers the problem of stabilizing a class of linear time-invariant large-scal...
The synthesis problem for the compositional performance certification of interconnected sys...
This Master project concerns the problem of distributed controller synthesis for a special class of ...
The main objective of control theory has long focused on the stability analysis of system equilibriu...
In this paper, we investigate the decentralized control problem for largescale interconnected system...
This paper studies the problem of whether a large-scale Lurie system can achieve absolute stability ...
Abstract: This paper studies the state feedback stabilization of discrete singular large-scale contr...
This paper presents a new stabilizing method for the control of complex systems operating in semi-au...
This paper discusses the stability for a class of symmetric composite systems. For the asymptotic st...
Abstract—This paper considers nonlinear control systems that are approximately symmetric, and extend...
Abstract—This paper presents boundedness results for symmetric nonautonomous control systems. The re...
AbstractPractical stability is neither weaker nor stronger than Lyapunov stability, and practical st...
Stability and convergence properties of large-scale integrated systems are essential aspects of the ...
In this paper, we study decomposition techniques for nonlinear large-scale systems, which have the f...
This paper considers nonlinear symmetric control systems. By exploiting the symmetric structure of t...
Abstract—This paper considers the problem of stabilizing a class of linear time-invariant large-scal...
The synthesis problem for the compositional performance certification of interconnected sys...
This Master project concerns the problem of distributed controller synthesis for a special class of ...
The main objective of control theory has long focused on the stability analysis of system equilibriu...
In this paper, we investigate the decentralized control problem for largescale interconnected system...
This paper studies the problem of whether a large-scale Lurie system can achieve absolute stability ...
Abstract: This paper studies the state feedback stabilization of discrete singular large-scale contr...
This paper presents a new stabilizing method for the control of complex systems operating in semi-au...