Add to ORKGWhen dealing with two-dimensional (2D) discrete state-space models, reachability and observability are introduced in two different forms: a local form, which refers to single local states, and a global form, which instead pertains the infinite set of local states lying on a separation set. In this paper, these concepts are in- troduced and investigated in the context of 2D positive systems. Necessary and sufficient conditions for the ex- istence of these properties are provided and, in partic- ular, canonical forms for globally reachable/observable positive systems with scalar inputs/scalar outputs are provided
AbstractThe dynamics of a 2D positive system depends on the pair of nonnegative square matrices that...
The problem of obtaining an upper bound on the local reachability index I_LR for a positive 2-D syst...
Two models of positive 2D discrete-time linear Lyapunov systems are introduced. For both the models ...
Reachability and observability of two-dimensional (2D) discrete state-space models are introduced in...
Reachability and observability of two-dimensional (2D) discrete state-space models are introduced in...
AbstractReachability and observability of two-dimensional (2D) discrete state-space models are intro...
When dealing with two-dimensional (2D) discrete state-space models, reachability, controllability a...
Abstract—When dealing with two-dimensional (2-D) discrete state-space models, controllability proper...
In this survey paper, reachability properties for discrete-time positive systems, two-dimensional di...
Homogeneous 2D positive systems are 2D state-space models whose variables are alwalys nonnegative an...
Homogeneous 2D positive systems are 2D state space models whose variables are always nonnegative and...
Two-dimensional (2D) positive systems are 2D state space models whose variables take only nonnegativ...
Abstract Two-dimensional (2D) compartmental models are 2D positive systems obeying some conservation...
Fundamental structural properties are identified for a class of implicit two-dimensional (2-D) syste...
Abstract. Two-dimensional (2D) positive systems are 2D state-space models whose state, input and out...
AbstractThe dynamics of a 2D positive system depends on the pair of nonnegative square matrices that...
The problem of obtaining an upper bound on the local reachability index I_LR for a positive 2-D syst...
Two models of positive 2D discrete-time linear Lyapunov systems are introduced. For both the models ...
Reachability and observability of two-dimensional (2D) discrete state-space models are introduced in...
Reachability and observability of two-dimensional (2D) discrete state-space models are introduced in...
AbstractReachability and observability of two-dimensional (2D) discrete state-space models are intro...
When dealing with two-dimensional (2D) discrete state-space models, reachability, controllability a...
Abstract—When dealing with two-dimensional (2-D) discrete state-space models, controllability proper...
In this survey paper, reachability properties for discrete-time positive systems, two-dimensional di...
Homogeneous 2D positive systems are 2D state-space models whose variables are alwalys nonnegative an...
Homogeneous 2D positive systems are 2D state space models whose variables are always nonnegative and...
Two-dimensional (2D) positive systems are 2D state space models whose variables take only nonnegativ...
Abstract Two-dimensional (2D) compartmental models are 2D positive systems obeying some conservation...
Fundamental structural properties are identified for a class of implicit two-dimensional (2-D) syste...
Abstract. Two-dimensional (2D) positive systems are 2D state-space models whose state, input and out...
AbstractThe dynamics of a 2D positive system depends on the pair of nonnegative square matrices that...
The problem of obtaining an upper bound on the local reachability index I_LR for a positive 2-D syst...
Two models of positive 2D discrete-time linear Lyapunov systems are introduced. For both the models ...