First, we design feedback controllers which stabilize a non delayed switched system with time-varying uncertainty for any switching rule.
Furthermore, the proposed method is used to compute all the parameters of a PI controller which stabilize a control system with an interval plant family.
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An example is given to show how the presented algorithm can be used to compute all the parameters of a PIλDμ controller which stabilize a interval plant family.
These situations are encountered in automatic protein design procedures, whose job is to select sequences, which stabilize a given protein 3D structure, from a large number of alternatives.
We present a method to design a feedback controller which stabilizes a continuous-time linear system and its discretized models simultaneously.
The limiting values of a PID controller which stabilize a given system are obtained in the (kp, ki -plane, (ki -planelane and (kp, kd -plane.
Our general analysis results are exploited to assess the ability of open-loop Hamiltonian and output-feedback control strategies to synthesize Markovian generators which stabilize a target subsystem, subspace, or pure state.
Based on a nominal control law, which stabilizes a nonlinear dynamical system to an equilibrium or to a desired limit cycle motion and which is derived without taking the friction disturbance into account, a method for compensating the impact of the friction is presented and stability analysis for the closed loop system is presented.
We study the infinitesimal action of u(n, n) on the degenerate principal series representations of U n, n) associated with a parabolic subgroup which stabilizes a maximal isotropic subspace of C2n relative to the indefinite Hermitian form with signature (n, n).
