AbstractThis paper develops concepts of controllability and observability for the class of coordinated linear systems, a special class of linear hierarchical systems with a top-to-bottom information structure. The usual concepts of reachability and indistinguishability for linear systems are refined, taking into account the decentralized nature of coordinated linear systems. The corresponding controllability and observability decompositions are derived, and several concepts of controllability and observability for coordinated linear systems are introduced and discussed. These results are then combined to a definition and characterization of stabilizability via dynamic measurement feedback for this class of systems
summary:In the paper, we unify and extend some basic properties for linear control systems as they a...
We provide necessary and sufficient conditions for the node systems, the graph adjacency matrix, and...
This paper presents necessary and sufficient conditions for controllability of linear systems subjec...
This paper develops concepts of controllability and observability for the class of coordinated linea...
AbstractThis paper develops concepts of controllability and observability for the class of coordinat...
Coordinated linear systems are a particular class of hierarchical systems with a top-to-bottom infor...
Coordinated linear systems are a particular class of hierarchical systems with a top-to-bottom infor...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
The problem of checking certain controllability properties of even very simple piecewise linear syst...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
The main objective of this article is to review the major progress that has been made on controllabi...
The problem of checking certain controllability properties of even very simple piecewise linear syst...
This book provides the mathematical foundations of networks of linear control systems, developed fro...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
summary:In the paper, we unify and extend some basic properties for linear control systems as they a...
We provide necessary and sufficient conditions for the node systems, the graph adjacency matrix, and...
This paper presents necessary and sufficient conditions for controllability of linear systems subjec...
This paper develops concepts of controllability and observability for the class of coordinated linea...
AbstractThis paper develops concepts of controllability and observability for the class of coordinat...
Coordinated linear systems are a particular class of hierarchical systems with a top-to-bottom infor...
Coordinated linear systems are a particular class of hierarchical systems with a top-to-bottom infor...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
The problem of checking certain controllability properties of even very simple piecewise linear syst...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
The main objective of this article is to review the major progress that has been made on controllabi...
The problem of checking certain controllability properties of even very simple piecewise linear syst...
This book provides the mathematical foundations of networks of linear control systems, developed fro...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
summary:In the paper, we unify and extend some basic properties for linear control systems as they a...
We provide necessary and sufficient conditions for the node systems, the graph adjacency matrix, and...
This paper presents necessary and sufficient conditions for controllability of linear systems subjec...