Pages that link to "Item:Q1324508"

The following pages link to Robust control of linear discrete-time systems (Q1324508):

Displaying 20 items.

• Robustly optimal discrete control systems (Q372309) (← links)
• Understanding the difference between robust control and optimal control in a linear discrete-time system with time-varying parameters (Q853649) (← links)
• Optimized robust control invariance for linear discrete-time systems: theoretical foundations (Q883377) (← links)
• Design of robust stable controls for nonlinear objects (Q1003085) (← links)
• Robust adaptive control of a class of nonlinear strict-feedback discrete-time systems with exact output tracking (Q1049146) (← links)
• Robust adaptive quasi-sliding mode controller for discrete-time systems (Q1274631) (← links)
• Discrete-time stability with perturbations: Application to model predictive control (Q1356160) (← links)
• Algorithm for robustness estimation of large deviations in linear discrete-time systems (Q2101792) (← links)
• Robust disturbance rejection for discrete-time systems having magnitude and rate bounded inputs (Q2198715) (← links)
• Robust control for two-time-scale discrete interval systems (Q2490461) (← links)
• Robust disturbance attenuation in Hamiltonian systems via direct digital control (Q2812834) (← links)
• Robust adaptive output feedback control of a class of discrete-time nonlinear systems with nonlinear uncertainties and unknown control directions (Q2873468) (← links)
• Robust control of discrete systems (Q3358563) (← links)
• Mathematical Methods in Robust Control of Discrete-Time Linear Stochastic Systems (Q3647076) (← links)
• (Q4263651) (← links)
• A robust controller for time-dependent discrete systems (Q4397446) (← links)
• Design of a discrete robust controller using a first-order model approximation (Q4672746) (← links)
• Robust design of discrete-time systems via optimization (Q4693320) (← links)
• (Q4844936) (← links)
• Discrete-time control design with positive semi-definite Lyapunov functions (Q5941418) (← links)