Add to ORKGAbstract. In a recent paper, the problem of stability of systems of differential equations was approached from a geometric perspective. In the present work, we continue in this line and we show the convexity of the family of systems of differential equations which are Hurwitz stable and whose characteristic polynomials are mapped into the space of Markov parameters
In this paper, we consider the convex combination of polynomials. We provide a necessary and suffici...
The robust stability of a class of polynomial families, more general than the interval polynomial fa...
The topic of this thesis is the convex hull property for systems of partial differential equations, ...
In the framework of robust stability analysis of linear systems, the development of techniques and m...
The stability robustness of both continuous and discrete-time dynamical systems is tantamount to the...
Tyt. z nagł.Abstract. In the paper are given a necessary and sufficent condition for sigma-Hurwitz s...
"In the framework of robust stability analysis of linear systems, the development of techniques and ...
It is shown that the convex linear combination of the Hurwitz polynomials of positive linear systems...
In the paper are given a necessary and sufficent condition for sigma-Hurwitz stability of the convex...
This paper gives a necessary and sufficient condition for the Hurwitz (Schur) stability of the conve...
A stability criterion for nonlinear systems, derived by the first author (2000), can be viewed as a ...
The paper provides a simple sufficient condition for Hurwitz stability of the convex combination of ...
For an uncertain system described by convex combination of interval polynomials, its Hurwitz-stabili...
In this work we consider a class of polytopes of third order squarematrices, studied early. We ob...
Abstract—We present a new criterion to determine the stability of polynomial with real coefficients....
In this paper, we consider the convex combination of polynomials. We provide a necessary and suffici...
The robust stability of a class of polynomial families, more general than the interval polynomial fa...
The topic of this thesis is the convex hull property for systems of partial differential equations, ...
In the framework of robust stability analysis of linear systems, the development of techniques and m...
The stability robustness of both continuous and discrete-time dynamical systems is tantamount to the...
Tyt. z nagł.Abstract. In the paper are given a necessary and sufficent condition for sigma-Hurwitz s...
"In the framework of robust stability analysis of linear systems, the development of techniques and ...
It is shown that the convex linear combination of the Hurwitz polynomials of positive linear systems...
In the paper are given a necessary and sufficent condition for sigma-Hurwitz stability of the convex...
This paper gives a necessary and sufficient condition for the Hurwitz (Schur) stability of the conve...
A stability criterion for nonlinear systems, derived by the first author (2000), can be viewed as a ...
The paper provides a simple sufficient condition for Hurwitz stability of the convex combination of ...
For an uncertain system described by convex combination of interval polynomials, its Hurwitz-stabili...
In this work we consider a class of polytopes of third order squarematrices, studied early. We ob...
Abstract—We present a new criterion to determine the stability of polynomial with real coefficients....
In this paper, we consider the convex combination of polynomials. We provide a necessary and suffici...
The robust stability of a class of polynomial families, more general than the interval polynomial fa...
The topic of this thesis is the convex hull property for systems of partial differential equations, ...