Pages that link to "Item:Q4853401"
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The following pages link to Computing bounds for the mixed μ problem (Q4853401):
Displaying 18 items.
- A gain-based lower bound algorithm for real and mixed \(\mu \) problems (Q987607) (← links)
- A Popov criterion for networked systems (Q998667) (← links)
- Computation of the robustness margin with the skewed \(\mu\) tool (Q1128432) (← links)
- The rank one mixed \(\mu\) problem and `Kharitonov-type' analysis (Q1344365) (← links)
- Robustness analysis with full-structured uncertainties (Q1388105) (← links)
- The complex structured singular value (Q1802016) (← links)
- A fast algorithm for the computation of an upper bound on the \(\mu\)-norm (Q1975581) (← links)
- Ellipsoidal bounds on state trajectories for discrete-time systems with linear fractional uncertainties (Q2357944) (← links)
- A nonlinear programming technique to compute a~tight~lower bound for the real structured singular value (Q2443367) (← links)
- Structured singular value approach for systems with parametric uncertainty (Q2730992) (← links)
- Robust multiple model adaptive control: Modified using \(\nu \)-gap metric (Q2882415) (← links)
- Robust controller order reduction (Q2909421) (← links)
- MIXED μ PROBLEMS AND BRANCH AND BOUND TECHNIQUES (Q3123260) (← links)
- A lower bound for the mixed μ problem (Q3124451) (← links)
- Numerical Methods for Robust Control (Q3616840) (← links)
- Application of real/mixed μ computational techniques to anH∞ missile autopilot (Q4717513) (← links)
- Development of a skew µ lower bound (Q5704800) (← links)
- A low rank ODE based technique for numerical approximation of lower bounds of structured singular value (Q6200863) (← links)
