In this paper symbolic quantifier elimination methods are used to explore the fragility of feedback compensators, and to design feedback systems with non-fragile compensators. A compensator is said to be fragile if given variations in compensator parameters result in significant deterioration of feedback performance. The issue of fragility is important in understanding the level of accuracy required to implement a given compensator design
this paper we investigate some of the expressive power of this theory. We consider dynamical systems...
In this paper we present anew parameter space design method for robust control synthesis, in particu...
Design method for uncertain non-minimum phase and unstable plants in the Quantita- tive Feedback The...
Pre-printIn this paper symbolic quantifier elimination methods are used to explore the fragility of ...
AbstractThis paper shows how certain robust multi-objective feedback design problems can be reduced ...
This paper deals with the application of computerized quantifier elimination (QE) methods for robust...
In this paper we show how a number of interesting linear control system analysis and design problems...
In this paper we focus on the applications of Quantifier Eliminations (QE) to ControlTheory and we a...
This paper describes the synthesis of Non-fragile or Resilient regulators for linear systems. The g...
In this paper symbolic-computation methods are used to design simple, fixed-structure, robust contro...
A technique for obtaining a non-diagonal compensator for the control of a multi-input, multi-output ...
This paper addresses the problem of designing an anti-windup like compensator for discrete-time line...
This paper describes the synthesis of non-fragile or resilient regulators for linear systems. A gene...
This paper studies a number of quantized feedback design problems for linear systems. We consider th...
In designing fixed order compensators, an output feedback formulation has been adopted by suitably a...
this paper we investigate some of the expressive power of this theory. We consider dynamical systems...
In this paper we present anew parameter space design method for robust control synthesis, in particu...
Design method for uncertain non-minimum phase and unstable plants in the Quantita- tive Feedback The...
Pre-printIn this paper symbolic quantifier elimination methods are used to explore the fragility of ...
AbstractThis paper shows how certain robust multi-objective feedback design problems can be reduced ...
This paper deals with the application of computerized quantifier elimination (QE) methods for robust...
In this paper we show how a number of interesting linear control system analysis and design problems...
In this paper we focus on the applications of Quantifier Eliminations (QE) to ControlTheory and we a...
This paper describes the synthesis of Non-fragile or Resilient regulators for linear systems. The g...
In this paper symbolic-computation methods are used to design simple, fixed-structure, robust contro...
A technique for obtaining a non-diagonal compensator for the control of a multi-input, multi-output ...
This paper addresses the problem of designing an anti-windup like compensator for discrete-time line...
This paper describes the synthesis of non-fragile or resilient regulators for linear systems. A gene...
This paper studies a number of quantized feedback design problems for linear systems. We consider th...
In designing fixed order compensators, an output feedback formulation has been adopted by suitably a...
this paper we investigate some of the expressive power of this theory. We consider dynamical systems...
In this paper we present anew parameter space design method for robust control synthesis, in particu...
Design method for uncertain non-minimum phase and unstable plants in the Quantita- tive Feedback The...