An infinite horizon H state-feedback control problem for singularly perturbed linear systems with a small state delay is considered. An asymptotic solution of the hybrid system of Riccati-type algebraic, ordinary differential, and partial differen-tial equations with deviating arguments, associated with this problem, is con-structed. Based on this asymptotic solution, conditions for the existence of a solution of the original H problem, independent of the singular perturbation parameter, are derived. A simplified controller with parameter-independent gain matrices, solving the original problem for all sufficiently small values of this parameter, is obtained. An illustrative example is presented. 2000 Academic Press 1
This paper is concerned with the finite-horizon version of the H8 problem with measurement feedback....
This paper deals with the problem of delay dependent robust $H_\infty$ control for singular systems ...
This paper, which is the natural continuation of part I [S. Federico, B. Goldys, and F. Gozzi, SIAM ...
AbstractAn infinite horizon H∞ state-feedback control problem for singularly perturbed linear system...
Abstract—In this paper, we study a class of optimal stochastic control problems involving two differ...
This paper considers the problem of robust control for a class of uncer-tain state-delayed singularl...
ed ix la ba um Recently, control problems of singularly perturbed systems have attracted considerabl...
A singularly perturbed linear time-dependent controlled system with multiple point-wise delays and d...
©1999 IEEE. Personal use of this material is permitted. However, permission to reprint/republish thi...
In this paper, we study a class of optimal stochastic control problems involving two different time ...
AbstractThe corresponding problem on a finite interval has been studied by O'Malley and Kung using t...
In this paper the standard $H_\infty $ control problem using state feedback is considered. Given a l...
This study addresses the problem of H∞ control for linear singular time-delay systems subject to imp...
In this study a mixed H2/H? control law is derived using auxiliary cost minimization approach for co...
This paper considers the robust stabilization of singularly perturbed systems with time-varying unkn...
This paper is concerned with the finite-horizon version of the H8 problem with measurement feedback....
This paper deals with the problem of delay dependent robust $H_\infty$ control for singular systems ...
This paper, which is the natural continuation of part I [S. Federico, B. Goldys, and F. Gozzi, SIAM ...
AbstractAn infinite horizon H∞ state-feedback control problem for singularly perturbed linear system...
Abstract—In this paper, we study a class of optimal stochastic control problems involving two differ...
This paper considers the problem of robust control for a class of uncer-tain state-delayed singularl...
ed ix la ba um Recently, control problems of singularly perturbed systems have attracted considerabl...
A singularly perturbed linear time-dependent controlled system with multiple point-wise delays and d...
©1999 IEEE. Personal use of this material is permitted. However, permission to reprint/republish thi...
In this paper, we study a class of optimal stochastic control problems involving two different time ...
AbstractThe corresponding problem on a finite interval has been studied by O'Malley and Kung using t...
In this paper the standard $H_\infty $ control problem using state feedback is considered. Given a l...
This study addresses the problem of H∞ control for linear singular time-delay systems subject to imp...
In this study a mixed H2/H? control law is derived using auxiliary cost minimization approach for co...
This paper considers the robust stabilization of singularly perturbed systems with time-varying unkn...
This paper is concerned with the finite-horizon version of the H8 problem with measurement feedback....
This paper deals with the problem of delay dependent robust $H_\infty$ control for singular systems ...
This paper, which is the natural continuation of part I [S. Federico, B. Goldys, and F. Gozzi, SIAM ...