In this paper we will consider discrete time invariant linear systems that allow for an input-state-output representation with a finite dimensional state space, and that have a finite number of inputs and outputs. The basic issue in this paper is when to call these systems nonnegative. An important concept in this respect is that of the most powerful unfalsified model. (C) 1998 Elsevier Science Inc. All rights reserved.</p
The notion of finite zeros of discrete-time positive linear systems is introduced. It is shown that ...
AbstractVarious aspects of the nonnegative, finite-dimensional realizability of time-invariant discr...
The positive realization problem for linear systems is to find, for a given transfer function, all p...
In this paper we will consider discrete time invariant linear systems that allow for an input-state-...
In this paper we will consider discrete time invariant linear systems that allow for an input-state-...
In this paper we will consider discrete time invariant linear systems that allow for an input-state-...
AbstractIn this paper we will consider discrete time invariant linear systems that allow for an inpu...
AbstractIn this paper we will consider discrete time invariant linear systems that allow for an inpu...
We will state sufficient conditions such that a discrete-time time-invariant finite-dimensional syst...
We will state sufficient conditions such that a discrete-time time-invariant finite-dimensional syst...
We will state sufficient conditions such that a discrete-time time-invariant finite-dimensional syst...
We will state sufficient conditions such that a discrete-time time-invariant finite-dimensional syst...
A strictly causal linear discrete-time system cannot be passive unless it is the zero system. An int...
Nonnegative linear systems, which have traditionally been investigated within the statespace framewo...
AbstractNonnegative linear systems, which have traditionally been investigated within the state-spac...
The notion of finite zeros of discrete-time positive linear systems is introduced. It is shown that ...
AbstractVarious aspects of the nonnegative, finite-dimensional realizability of time-invariant discr...
The positive realization problem for linear systems is to find, for a given transfer function, all p...
In this paper we will consider discrete time invariant linear systems that allow for an input-state-...
In this paper we will consider discrete time invariant linear systems that allow for an input-state-...
In this paper we will consider discrete time invariant linear systems that allow for an input-state-...
AbstractIn this paper we will consider discrete time invariant linear systems that allow for an inpu...
AbstractIn this paper we will consider discrete time invariant linear systems that allow for an inpu...
We will state sufficient conditions such that a discrete-time time-invariant finite-dimensional syst...
We will state sufficient conditions such that a discrete-time time-invariant finite-dimensional syst...
We will state sufficient conditions such that a discrete-time time-invariant finite-dimensional syst...
We will state sufficient conditions such that a discrete-time time-invariant finite-dimensional syst...
A strictly causal linear discrete-time system cannot be passive unless it is the zero system. An int...
Nonnegative linear systems, which have traditionally been investigated within the statespace framewo...
AbstractNonnegative linear systems, which have traditionally been investigated within the state-spac...
The notion of finite zeros of discrete-time positive linear systems is introduced. It is shown that ...
AbstractVarious aspects of the nonnegative, finite-dimensional realizability of time-invariant discr...
The positive realization problem for linear systems is to find, for a given transfer function, all p...