Pages that link to "Item:Q2288727"

The following pages link to On \(\ell_1\)-gain control of 2-d positive Roesser systems with directional delays: necessary and sufficient conditions (Q2288727):

Displaying 15 items.

• Stability and \(l_1\)-gain analysis for positive 2D systems with state delays in the Roesser model (Q460219) (← links)
• \(\ell_1\)-induced norm and controller synthesis for positive 2D systems with multiple delays (Q2198684) (← links)
• Sliding mode observer for estimating states and faults of linear time-delay systems with outputs subject to delays (Q2663852) (← links)
• \(L_1(l_1)\)-gain performance analysis and positive controller design of positive linear delay systems (Q2924330) (← links)
• Non‐fragile dynamic output‐feedback control for ‐gain performance of positive FM‐II model with PDT switching: An event‐triggered mechanism (Q6085166) (← links)
• Input–output gain analysis of positive periodic systems (Q6089779) (← links)
• On <i>l</i>₁-gain control for 2D delayed positive systems in FM LSS models: necessary and sufficient conditions (Q6099306) (← links)
• Finite-region boundedness and \((\mathcal{Q,S,R})\)-dissipativity of 2-D singular Roesser systems with mixed time-varying delays (Q6152832) (← links)
• Dissipative PID control for uncertain positive Roesser system under the try-once-discard protocol (Q6495085) (← links)
• \(L_1\)-gain control for 2D delayed positive continuous Markov jumping systems (Q6564913) (← links)
• Exponential stability for discrete-time impulsive positive singular system with time delays (Q6577106) (← links)
• New results on exponential estimate for 2-D positive systems with delays (Q6591182) (← links)
• Comparison-based method to stability of positive 2-D continuous-time Roesser systems with time-varying delays (Q6611371) (← links)
• Guaranteed cost control for 2-D uncertain discrete state-delayed systems in Roesser model employing actuator saturation (Q6652735) (← links)
• PID output-feedback control and filtering for positive Roesser system (Q6652740) (← links)