In this paper we show how a number of interesting linear control system analysis and design problems can be reduced to Quantifier Elimination (QE) problems. We assume a fixed structure for the compensator, with design parameters qi. The problems considered are problems that currently have no general solution, e.g. the output stabilization problem, the simultaneous stabilization problem, the robust multiobjective problem, etc. However, the problems must be of modest complexity if existing QE software packages are to produce answers. The software package QEPCAD is used to solve some numerical design examples
AbstractFor initial and initial-boundary value problems described by differential equations, stabili...
Many interesting design problems encountered in signal processing and control turn out to depend on ...
Many interesting design problems encountered in signal processing and control turn out to depend on ...
In this paper we focus on the applications of Quantifier Eliminations (QE) to ControlTheory and we a...
This paper deals with the application of computerized quantifier elimination (QE) methods for robust...
AbstractThis paper shows how certain robust multi-objective feedback design problems can be reduced ...
this paper we investigate some of the expressive power of this theory. We consider dynamical systems...
AbstractMany problems in control theory can be formulated as formulae in the first-order theory of r...
In this paper symbolic quantifier elimination methods are used to explore the fragility of feedback ...
Quantifier elimination is a method for simplifying formulas that consist of polynomial equations, in...
We present the application of real quantifier elimination to formal verification and synthesis of co...
This paper studies a number of quantized feedback design problems for linear systems. We consider th...
Systems involving quantisation arise in many areas of engineering, especially when digital implement...
In this paper symbolic-computation methods are used to design simple, fixed-structure, robust contro...
This contribution addresses the static output feedback problem of linear time-invariant systems. Thi...
AbstractFor initial and initial-boundary value problems described by differential equations, stabili...
Many interesting design problems encountered in signal processing and control turn out to depend on ...
Many interesting design problems encountered in signal processing and control turn out to depend on ...
In this paper we focus on the applications of Quantifier Eliminations (QE) to ControlTheory and we a...
This paper deals with the application of computerized quantifier elimination (QE) methods for robust...
AbstractThis paper shows how certain robust multi-objective feedback design problems can be reduced ...
this paper we investigate some of the expressive power of this theory. We consider dynamical systems...
AbstractMany problems in control theory can be formulated as formulae in the first-order theory of r...
In this paper symbolic quantifier elimination methods are used to explore the fragility of feedback ...
Quantifier elimination is a method for simplifying formulas that consist of polynomial equations, in...
We present the application of real quantifier elimination to formal verification and synthesis of co...
This paper studies a number of quantized feedback design problems for linear systems. We consider th...
Systems involving quantisation arise in many areas of engineering, especially when digital implement...
In this paper symbolic-computation methods are used to design simple, fixed-structure, robust contro...
This contribution addresses the static output feedback problem of linear time-invariant systems. Thi...
AbstractFor initial and initial-boundary value problems described by differential equations, stabili...
Many interesting design problems encountered in signal processing and control turn out to depend on ...
Many interesting design problems encountered in signal processing and control turn out to depend on ...