An optimization problem for a control system governed by an analytic generator with unbounded control actions is considered. The solution to this problem is synthesized in terms of the Riccati operator, arising from a nonstandard Riccati equation. Solvability and uniqueness of the solutions to this Riccati equation are established. This theory is applied to a boundary control problem governed by damped wave and plate equations. © 1995 Plenum Publishing Corporation
This paper provides an approximation theory for numerical computations of the solutions to algebraic...
We establish solvability of Riccati equations and optimal feedback synthesis in the context of Bolza...
We establish solvability of Riccati equations and optimal feedback synthesis in the context of Bolza...
We consider an optimal control problem with indefinite cost for an abstract model which covers in pa...
Wellposedness of differential and algebraic Riccati equations for control systems with unbounded con...
In this paper, we provide results concerning the optimal feedback control of a system of partial dif...
Recent developments in boundary and point control theory have provided strong motivation for studyin...
We consider a boundary control system for a Fluid Structure Interaction Model. This system describes...
We consider a boundary control system for a Fluid Structure Interaction Model. This system describes...
We consider a boundary control system for a Fluid Structure Interaction Model. This system describes...
this paper an approximation theory is provided for the solutions of infinite dimensional Algebraic R...
this paper an approximation theory is provided for the solutions of infinite dimensional Algebraic R...
We study the quadratic optimal control problem over a finite time horizon for a class of abstract sy...
This paper provides an approximation theory for numerical computations of the solutions to algebraic...
This paper provides an approximation theory for numerical computations of the solutions to algebraic...
This paper provides an approximation theory for numerical computations of the solutions to algebraic...
We establish solvability of Riccati equations and optimal feedback synthesis in the context of Bolza...
We establish solvability of Riccati equations and optimal feedback synthesis in the context of Bolza...
We consider an optimal control problem with indefinite cost for an abstract model which covers in pa...
Wellposedness of differential and algebraic Riccati equations for control systems with unbounded con...
In this paper, we provide results concerning the optimal feedback control of a system of partial dif...
Recent developments in boundary and point control theory have provided strong motivation for studyin...
We consider a boundary control system for a Fluid Structure Interaction Model. This system describes...
We consider a boundary control system for a Fluid Structure Interaction Model. This system describes...
We consider a boundary control system for a Fluid Structure Interaction Model. This system describes...
this paper an approximation theory is provided for the solutions of infinite dimensional Algebraic R...
this paper an approximation theory is provided for the solutions of infinite dimensional Algebraic R...
We study the quadratic optimal control problem over a finite time horizon for a class of abstract sy...
This paper provides an approximation theory for numerical computations of the solutions to algebraic...
This paper provides an approximation theory for numerical computations of the solutions to algebraic...
This paper provides an approximation theory for numerical computations of the solutions to algebraic...
We establish solvability of Riccati equations and optimal feedback synthesis in the context of Bolza...
We establish solvability of Riccati equations and optimal feedback synthesis in the context of Bolza...