This paper presents a survey of some new applications of algebraic Riccati equations. In particular, the paper surveys some recent results on the use of algebraic Riccati equations in testing whether a system is negative imaginary and in synthesizing state feedback controllers which make the closed loop system negative imaginary. The paper also surveys the use of Riccati equation methods in the control of quantum linear systems including coherent H∞ control.This work was supported by the Australian Research Council (ARC) under grants FL110100020 and DP160101121 and the Air Force Office of Scientific Research (AFOSR), under agreement number FA2386-16-1-4065
A geometric analysis is used to study the relationship existing between the solutions of the general...
The algebraic Riccati equation studied in this paper is related to the suboptimal state feedback $H_...
Pseudo-linear models of nonlinear systems use either a state-dependent coefficient or the Jacobian o...
A novel H2−H∞ State-dependent Riccati equation control approach is presented for providing a general...
Find a reasonable necessary and sufficient frequency domain condition, i.e, a condition in terms of ...
This paper presents a novel state-dependent Riccati equation (SDRE) control approach with the purpos...
The miniaturization of electronic circuits and devices, and recent advances in laser technology, hav...
This manuscript considers the coupled state-dependent Riccati equation approach for systematically d...
This paper surveys some recent results on the theory of quantum linear systems and presents them wit...
Rapid development of nonlinear control theory for application to challenging and complex problems is...
An algorithm is presented which computes a state feedback for a standard linear system which not onl...
This book provides a unique survey displaying the power of Riccati equations to describe reversible ...
AbstractThis paper presents three approaches dealing with the feedback control of nonlinear analytic...
This paper provides a state feedback stabilization approach for nonlinear systems of relative degree...
This is a survey of recent results on the classical problems of the analytic properties of Riccati e...
A geometric analysis is used to study the relationship existing between the solutions of the general...
The algebraic Riccati equation studied in this paper is related to the suboptimal state feedback $H_...
Pseudo-linear models of nonlinear systems use either a state-dependent coefficient or the Jacobian o...
A novel H2−H∞ State-dependent Riccati equation control approach is presented for providing a general...
Find a reasonable necessary and sufficient frequency domain condition, i.e, a condition in terms of ...
This paper presents a novel state-dependent Riccati equation (SDRE) control approach with the purpos...
The miniaturization of electronic circuits and devices, and recent advances in laser technology, hav...
This manuscript considers the coupled state-dependent Riccati equation approach for systematically d...
This paper surveys some recent results on the theory of quantum linear systems and presents them wit...
Rapid development of nonlinear control theory for application to challenging and complex problems is...
An algorithm is presented which computes a state feedback for a standard linear system which not onl...
This book provides a unique survey displaying the power of Riccati equations to describe reversible ...
AbstractThis paper presents three approaches dealing with the feedback control of nonlinear analytic...
This paper provides a state feedback stabilization approach for nonlinear systems of relative degree...
This is a survey of recent results on the classical problems of the analytic properties of Riccati e...
A geometric analysis is used to study the relationship existing between the solutions of the general...
The algebraic Riccati equation studied in this paper is related to the suboptimal state feedback $H_...
Pseudo-linear models of nonlinear systems use either a state-dependent coefficient or the Jacobian o...