This paper is concerned with the stability of networked control systems in the discrete-time domain. A new bounding technique is proposed to estimate some finite-sum terms appearing in the forward difference of the chosen Lyapunov functional. This new bounding technique can provide tighter upper bounds for some finite-sum terms and avoid overly bounding for the finite-sum terms. Then a novel delay-dependent stability criterion is derived by using this new bounding technique. Compared with some existing stability criteria in the published literature, the novel stability criterion is proven theoretically to be less conservative and is shown to be of smaller numerical complexit
This paper is concerned with the stability and stabilization for systems with two additive time-vary...
This paper presents a sum of squares (SOS) approach to the stability analysis of networked control s...
International audienceThis paper focuses on the robust stability of networked control systems (NCSs)...
This paper is concerned with the stability of networked control systems in the discrete-time domain....
The stability criterion of networked control systems with both the network-induced delays and data p...
This paper presents linear matrix inequalities for stability analysis for networked control systems ...
This paper presents linear matrix inequalities for stability analysis for networked control systems ...
This paper presents linear matrix inequalities for stability analysis for networked control systems ...
This paper presents linear matrix inequalities for stability analysis for networked control systems ...
This paper deals with stabilization of networked control systems (NCS) affected by uncertain time-va...
This paper deals with stabilization of networked control systems (NCS) affected by uncertain time-va...
This paper deals with stabilization of networked control systems (NCS) affected by uncertain time-va...
This paper presents a sum of squares (SOS) approach to the stability analysis of networked control s...
This paper presents a sum of squares (SOS) approach to the stability analysis of networked control s...
This paper is concerned with the stabilization for systems with two additive time-varying input dela...
This paper is concerned with the stability and stabilization for systems with two additive time-vary...
This paper presents a sum of squares (SOS) approach to the stability analysis of networked control s...
International audienceThis paper focuses on the robust stability of networked control systems (NCSs)...
This paper is concerned with the stability of networked control systems in the discrete-time domain....
The stability criterion of networked control systems with both the network-induced delays and data p...
This paper presents linear matrix inequalities for stability analysis for networked control systems ...
This paper presents linear matrix inequalities for stability analysis for networked control systems ...
This paper presents linear matrix inequalities for stability analysis for networked control systems ...
This paper presents linear matrix inequalities for stability analysis for networked control systems ...
This paper deals with stabilization of networked control systems (NCS) affected by uncertain time-va...
This paper deals with stabilization of networked control systems (NCS) affected by uncertain time-va...
This paper deals with stabilization of networked control systems (NCS) affected by uncertain time-va...
This paper presents a sum of squares (SOS) approach to the stability analysis of networked control s...
This paper presents a sum of squares (SOS) approach to the stability analysis of networked control s...
This paper is concerned with the stabilization for systems with two additive time-varying input dela...
This paper is concerned with the stability and stabilization for systems with two additive time-vary...
This paper presents a sum of squares (SOS) approach to the stability analysis of networked control s...
International audienceThis paper focuses on the robust stability of networked control systems (NCSs)...