This paper deals with observability properties of realizations of linear esponse maps defined over commutative rings. A characterization is given for those maps which admit realizations which are simultaneously reachable and observable in a strong sense. Applications are given to delay-differential systems
Linear delay differential systems can be modeled as systems with coefficients in a suitable ring, so...
Linear delay differential systems can be modeled as systems with coefficients in a suitable ring, so...
, In this paper realization algorithms for system over a completely integrally closed Bezout domain ...
This paper deals with observability properties of realizations of linear response maps defined over ...
This paper studies the problem of obtaining minimal realizations of linear input/output maps defined...
AbstractThis paper studies the problem of obtaining minimal realizations of linear input/output maps...
Using categorical methods, a duality theory between reachability and observability is developed for ...
A commutative ring with identity is called a full quotient ring if every element of R is either a un...
International audienceThe paper deals with duality for dynamical linear time-invariant systems over ...
The observability of nonlinear delay systems has previously been defined in an algebraic setting by ...
In this paper we solve the problem of realization of response maps for rational systems. Sufficient ...
The paper deals with the problem of algebraic observability for linear differential-algebraic system...
Abstract. In this paper realization algorithms for systems over a principal ideal domain are describ...
This paper treats the problem of realization of response maps by rational systems. We provide suffi...
AbstractThe main result in this paper characterizes those commutative rings R having the property th...
Linear delay differential systems can be modeled as systems with coefficients in a suitable ring, so...
Linear delay differential systems can be modeled as systems with coefficients in a suitable ring, so...
, In this paper realization algorithms for system over a completely integrally closed Bezout domain ...
This paper deals with observability properties of realizations of linear response maps defined over ...
This paper studies the problem of obtaining minimal realizations of linear input/output maps defined...
AbstractThis paper studies the problem of obtaining minimal realizations of linear input/output maps...
Using categorical methods, a duality theory between reachability and observability is developed for ...
A commutative ring with identity is called a full quotient ring if every element of R is either a un...
International audienceThe paper deals with duality for dynamical linear time-invariant systems over ...
The observability of nonlinear delay systems has previously been defined in an algebraic setting by ...
In this paper we solve the problem of realization of response maps for rational systems. Sufficient ...
The paper deals with the problem of algebraic observability for linear differential-algebraic system...
Abstract. In this paper realization algorithms for systems over a principal ideal domain are describ...
This paper treats the problem of realization of response maps by rational systems. We provide suffi...
AbstractThe main result in this paper characterizes those commutative rings R having the property th...
Linear delay differential systems can be modeled as systems with coefficients in a suitable ring, so...
Linear delay differential systems can be modeled as systems with coefficients in a suitable ring, so...
, In this paper realization algorithms for system over a completely integrally closed Bezout domain ...
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