In this study, we use the union of the bounding hyperpyramids to estimate the output reachable set for periodic positive systems under two classes of exogenous disturbances. Optimization algorithms are used to obtain the smallest bounding hyperpyramids possible. Finally, numerical examples are given to verify the theoretical results
In this paper, we present a sufficient condition for the output reachability of discrete-time positi...
International audienceWe investigate a version of Viro's method for constructing polynomial systems ...
This paper addresses the problem of reachable set bounding for linear discrete-time systems that are...
This paper focuses on positive linear time-invariant systems with constant coefficients and specific...
Positive systems with positive inputs and positive outputs are used in several branches of engineeri...
AbstractWe study reachability and controllability properties for discrete-time positive periodic sys...
This work presents a general theory for the construction of a polyhedral outer approximation of the ...
Summary. This paper presents applications of polytopic approximation methods for reachable set compu...
This paper deals mainly with the structural properties of positive reachability and stability. We fo...
In this letter, we propose a new approach to obtain the smallest box which bounds all reachable sets...
A generic structure of reachable and controllable positive linear systems is given in terms of some ...
AbstractThe problem of the paper is the formulation of the concept of reachability indices of period...
In this survey paper, reachability properties for discrete-time positive systems, two-dimensional di...
AbstractReachability and realizability of discrete-time linear systems, in which the state variable ...
Abstract Generic structure of reachable and controllable positive linear systems is given in terms o...
In this paper, we present a sufficient condition for the output reachability of discrete-time positi...
International audienceWe investigate a version of Viro's method for constructing polynomial systems ...
This paper addresses the problem of reachable set bounding for linear discrete-time systems that are...
This paper focuses on positive linear time-invariant systems with constant coefficients and specific...
Positive systems with positive inputs and positive outputs are used in several branches of engineeri...
AbstractWe study reachability and controllability properties for discrete-time positive periodic sys...
This work presents a general theory for the construction of a polyhedral outer approximation of the ...
Summary. This paper presents applications of polytopic approximation methods for reachable set compu...
This paper deals mainly with the structural properties of positive reachability and stability. We fo...
In this letter, we propose a new approach to obtain the smallest box which bounds all reachable sets...
A generic structure of reachable and controllable positive linear systems is given in terms of some ...
AbstractThe problem of the paper is the formulation of the concept of reachability indices of period...
In this survey paper, reachability properties for discrete-time positive systems, two-dimensional di...
AbstractReachability and realizability of discrete-time linear systems, in which the state variable ...
Abstract Generic structure of reachable and controllable positive linear systems is given in terms o...
In this paper, we present a sufficient condition for the output reachability of discrete-time positi...
International audienceWe investigate a version of Viro's method for constructing polynomial systems ...
This paper addresses the problem of reachable set bounding for linear discrete-time systems that are...