Add to ORKGA controllability measure in terms of the distance between a system and the set of uncontrollable systems is developed. Some properties of a minimal disturbance, rendering a system noncontrollable, are given. Keywords: controllability, controllability measure, distance between a system and the set of uncontrollable systems, disturbance
The article is devoted to the actual problem of the mathematical theory of controllability. It inves...
he set of controllable switched linear systems is an open and dense set in the space of all switched...
Controllability near a Takens-Bogdanov-bifurcation. - In: Systems and networks. - Berlin : Akad.-Ver...
A controllability measure in terms of the distance between a system and the set of uncontrollable sy...
The distance between a system (A, B) and the set of uncontrollable systems is the minimum of the sma...
Abstract. The distance to uncontrollability for a linear control system is the distance (in the 2-no...
The set of controllable switched linear systems is an open set in the space of all switched linear ...
In this paper, we discuss the problem of computing the nearest uncontrollable system to a given cont...
Motivated by the distance to uncontrollability problem, we define a distance between finite-length l...
Let $(A,B,C)$ be a triple of matrices representing a time-invariant linear system $\left .\align...
In this study, we determine how far a Linear Dynamic System is from the nearest uncontrollable syst...
Let $(A,B)$ be a pair of matrices representing a time-invariant linear system $\dot x(t)=Ax(t)+Bu(t)...
Extension of the range condition for the controllability of non-autonomous linear systems.Leiva A., ...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
Abstract. The classical study of controllability of linear systems assumes unconstrained control inp...
The article is devoted to the actual problem of the mathematical theory of controllability. It inves...
he set of controllable switched linear systems is an open and dense set in the space of all switched...
Controllability near a Takens-Bogdanov-bifurcation. - In: Systems and networks. - Berlin : Akad.-Ver...
A controllability measure in terms of the distance between a system and the set of uncontrollable sy...
The distance between a system (A, B) and the set of uncontrollable systems is the minimum of the sma...
Abstract. The distance to uncontrollability for a linear control system is the distance (in the 2-no...
The set of controllable switched linear systems is an open set in the space of all switched linear ...
In this paper, we discuss the problem of computing the nearest uncontrollable system to a given cont...
Motivated by the distance to uncontrollability problem, we define a distance between finite-length l...
Let $(A,B,C)$ be a triple of matrices representing a time-invariant linear system $\left .\align...
In this study, we determine how far a Linear Dynamic System is from the nearest uncontrollable syst...
Let $(A,B)$ be a pair of matrices representing a time-invariant linear system $\dot x(t)=Ax(t)+Bu(t)...
Extension of the range condition for the controllability of non-autonomous linear systems.Leiva A., ...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
Abstract. The classical study of controllability of linear systems assumes unconstrained control inp...
The article is devoted to the actual problem of the mathematical theory of controllability. It inves...
he set of controllable switched linear systems is an open and dense set in the space of all switched...
Controllability near a Takens-Bogdanov-bifurcation. - In: Systems and networks. - Berlin : Akad.-Ver...