Exact controllability and output feedback stabilization of a bimorph mirror

Asymptotic Controllability and Feedback Stabilization

It is shown that every asymptotically controllable system can be stabilized by means of some (discontinuous) feedback law. One of the contributions of the paper is in deening precisely the meaning of stabilization when the feedback rule is not continuous.

Output-feedback stochastic nonlinear stabilization

We present the rst result on global output-feedback stabilization (in probability) for stochastic nonlinear continuous-time systems. The class of systems that we consider is a stochastic counterpart of the broadest class of deterministic systems for which globally stabilizing controllers are currently available. Our controllers are \inverse optimal" and possess an innnite gain margin. A reader ...

A Note on Periodic Output Feedback Stabilization

Strong stabilization via state and output feedback

The concept of “strong stability” of LTI systems has been introduced in a recent paper [KHP2]. This is a stronger notion of stability compared to alternative definitions (e.g. stability in the sense of Lyapunov, asymptotic stability), which allows the analysis and design of control systems with no overshooting response in the phase-space for arbitrary initial conditions. Here, after a brief rev...

Output feedback stabilization of Boolean control networks

In the paper output feedback control of Boolean control networks (BCNs) is investigated. First, necessary and sufficient conditions for the existence of a time-invariant output feedback (TIOF) law, stabilizing the BCN to some equilibrium point, are given, and constructive algorithms to test the existence of such a feedback law are proposed. Two sufficient conditions for the existence of a stabi...