Pages that link to "Item:Q2716788"
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The following pages link to Stabilization of invariant sets for nonlinear systems with applications to control of oscillations (Q2716788):
Displaying 18 items.
- Energy control of a pendulum with quantized feedback (Q259433) (← links)
- The ISS approach to the stability and robustness properties of nonautonomous systems with decomposable invariant sets: an overview (Q328169) (← links)
- Natural wave control in lattices of linear oscillators (Q360660) (← links)
- Exciting multi-DOF systems by feedback resonance (Q522827) (← links)
- Stabilization of the Furuta pendulum based on a Lyapunov function (Q842137) (← links)
- Invariant stabilization of nonstationary control systems with external action (Q863679) (← links)
- X international workshop ``Stability and oscillations of the nonlinear control systems'' (Q1040513) (← links)
- Attracting ellipsoids and synthesis of oscillatory regimes (Q1040530) (← links)
- Speed gradient method and its applications (Q2052600) (← links)
- On Leonov's method for computing the linearization of transverse dynamics and analyzing Zhukovsky stability (Q2212400) (← links)
- Construction of control Lyapunov functions for damping stabilization of control affine systems (Q2439106) (← links)
- Partial stability and control: the state-of-the-art and future trends (Q2487568) (← links)
- Lyapunov-based controller for the inverted pendulum cart system (Q2499002) (← links)
- Stability analysis of piecewise-affine systems using controlled invariant sets (Q2503653) (← links)
- A limit set stabilization by means of the Port Hamiltonian system approach (Q3457578) (← links)
- Partially controlling transient chaos in the Lorenz equations (Q4644916) (← links)
- Horizons of cybernetical physics (Q4644929) (← links)
- Stabilization of compact sets for passive affine nonlinear systems (Q5926272) (← links)
