We present a Schur method for the solution of periodic discrete-time Riccati and Lyapunov equations. The method can be easily extended to solve the corresponding implicit equations which arise from generalized state space systems
Abstract. The paper describes the set of solutions of the discrete-time algebraic Riccati equa-tion....
This paper proposes a novel approach to stability analysis and controller synthesis for discrete-tim...
This is the second part of a two-part work [26], [27], on the self-adjoint solutions P of the discre...
We propose an elegant and conceptually simple method for computing the periodic solution of three cl...
The discrete-time positive periodic Lyapunov equations have important applications in the balancing ...
Periodic control systems are of interest in many engineering and mechanical research. Many important...
AbstractCombining Fourier series expansion with recursive matrix formulas, new reliable algorithms t...
This paper is concerned with an analytic solution of the finite-time matrix Riccati equation. The so...
this paper to illustrate this fact are: the optimal periodic LQG control with state feedback and wit...
In this paper we shall present two new algorithms for solution of the discrete-time algebraic Riccat...
. In this paper we derive a unitary eigendecomposition for a sequence of matrices which we call the...
In this article, new iterative algorithms for solving the discrete Riccati and Lyapunov equations ar...
This is the first part of a two-part work [26], [27], on the self-adjoint solutions P of the discret...
[[abstract]]In this paper we investigate structure-preserving algorithms for computing the symmetric...
Efficient and robust numerical methods for solving the periodic Riccati differential equation (PRDE)...
Abstract. The paper describes the set of solutions of the discrete-time algebraic Riccati equa-tion....
This paper proposes a novel approach to stability analysis and controller synthesis for discrete-tim...
This is the second part of a two-part work [26], [27], on the self-adjoint solutions P of the discre...
We propose an elegant and conceptually simple method for computing the periodic solution of three cl...
The discrete-time positive periodic Lyapunov equations have important applications in the balancing ...
Periodic control systems are of interest in many engineering and mechanical research. Many important...
AbstractCombining Fourier series expansion with recursive matrix formulas, new reliable algorithms t...
This paper is concerned with an analytic solution of the finite-time matrix Riccati equation. The so...
this paper to illustrate this fact are: the optimal periodic LQG control with state feedback and wit...
In this paper we shall present two new algorithms for solution of the discrete-time algebraic Riccat...
. In this paper we derive a unitary eigendecomposition for a sequence of matrices which we call the...
In this article, new iterative algorithms for solving the discrete Riccati and Lyapunov equations ar...
This is the first part of a two-part work [26], [27], on the self-adjoint solutions P of the discret...
[[abstract]]In this paper we investigate structure-preserving algorithms for computing the symmetric...
Efficient and robust numerical methods for solving the periodic Riccati differential equation (PRDE)...
Abstract. The paper describes the set of solutions of the discrete-time algebraic Riccati equa-tion....
This paper proposes a novel approach to stability analysis and controller synthesis for discrete-tim...
This is the second part of a two-part work [26], [27], on the self-adjoint solutions P of the discre...
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