Abstract — For symmetric systems, the useage of symmetric controllers is known to be effective. The existence conditions of the controller have been shown in several studies. They require the symmetry of the plant as well as the control specifications. This paper describes the condition by matrix inequalities and relaxes it to be applicable to the case of non-symmetric sepcifications for the symmetric H ∞ controller design. Additionally, the optimal symmetric controller design for mechanical systems is investigated as a special case. I
Abstract—This paper presents boundedness results for symmetric nonautonomous control systems. The re...
The usage of convex optimisation programs that leverage linear matrix inequalities allows for numeri...
In this paper, we deal with fixed order H_∞ controller design, based on bilinear matrix inequalities...
This note addresses the problem of designing the optimal symmetric H-2 controller for a plant with c...
The objective of this research is to develop a simple unifying methodology for designing linear cont...
This dissertation develops the theory of symmetry for constrained linear systems. We use symmetry to...
In this paper we study the interplay between control problems and symmetries in the context of linea...
In this paper we study the interplay between control problems and symmetries in the context of linea...
In this letter, we give an upper bound on the deviation from H-infinity optimality of a class of con...
This brief note deals with the synthesis of H∞ fixed-order controllers for linear systems. It is wel...
It is argued that the existence of symmetries may simplify, as in classical mechanics, the solution ...
AbstractUsing the group inverse, an explicit solution to a symmetric singular system is described. T...
Abstract. This paper explores the role of symmetries and reduction in nonlinear control and optimal ...
This paper studies the stabilization control synthesis of switched symmetric systems. The main contr...
Master’s thesis deals with using a linear matrix inequality (LMI) in control of a dynamic systems. W...
Abstract—This paper presents boundedness results for symmetric nonautonomous control systems. The re...
The usage of convex optimisation programs that leverage linear matrix inequalities allows for numeri...
In this paper, we deal with fixed order H_∞ controller design, based on bilinear matrix inequalities...
This note addresses the problem of designing the optimal symmetric H-2 controller for a plant with c...
The objective of this research is to develop a simple unifying methodology for designing linear cont...
This dissertation develops the theory of symmetry for constrained linear systems. We use symmetry to...
In this paper we study the interplay between control problems and symmetries in the context of linea...
In this paper we study the interplay between control problems and symmetries in the context of linea...
In this letter, we give an upper bound on the deviation from H-infinity optimality of a class of con...
This brief note deals with the synthesis of H∞ fixed-order controllers for linear systems. It is wel...
It is argued that the existence of symmetries may simplify, as in classical mechanics, the solution ...
AbstractUsing the group inverse, an explicit solution to a symmetric singular system is described. T...
Abstract. This paper explores the role of symmetries and reduction in nonlinear control and optimal ...
This paper studies the stabilization control synthesis of switched symmetric systems. The main contr...
Master’s thesis deals with using a linear matrix inequality (LMI) in control of a dynamic systems. W...
Abstract—This paper presents boundedness results for symmetric nonautonomous control systems. The re...
The usage of convex optimisation programs that leverage linear matrix inequalities allows for numeri...
In this paper, we deal with fixed order H_∞ controller design, based on bilinear matrix inequalities...