DOIAbstract
A new algebraic structure, the R monoid, is associated with a discrete-time, time-invariant linear dynamical system over acommutative ring R, and its properties are investigated
A new algebraic structure, the R monoid, is associated with a discrete-time, time-invariant linear dynamical system over acommutative ring R, and its properties are investigated
AbstractGeneral algebraic structures are introduced and used to develop representations for discrete...
International audienceThe paper deals with duality for dynamical linear time-invariant systems over ...
International audienceThe structure at infinity and the essential structure are two control theory n...
A new algebraic structure, the R monoid, is associated with a discrete-time, time-invariant linear d...
Dynamical systems are mathematical structures whose aim is to describe the evolution of an arbitrary...
The notions of constant, discrete-time, and linear dynamical systems over a commutative ring and the...
The presentation centers on four classes of systems that can be treated as linear systems over a rin...
We discuss implicit systems of ordinary linear differential equations with (time-) variable coeffici...
The authors of Berg et al. [J. Algebra 348 (2011) 446-461] provide an algorithm for finding a comple...
The main goal of this thesis is to examine linear dynamical systems, both in the continuous- and dis...
In the first part of this paper the definition of a dynamical system as simply consisting of a famil...
AbstractA notion of structure at infinity for linear discrete time periodic system is proposed and i...
By using techniques borrowed from algebraic geometry, some tests are proposed to certify structural ...
Two natural operations to combine finite, discrete dynamical systems (or, from the opposite perspect...
AbstractIn this paper, we present new mathematical results and several new algorithm for solving a s...
AbstractGeneral algebraic structures are introduced and used to develop representations for discrete...
International audienceThe paper deals with duality for dynamical linear time-invariant systems over ...
International audienceThe structure at infinity and the essential structure are two control theory n...
A new algebraic structure, the R monoid, is associated with a discrete-time, time-invariant linear d...
Dynamical systems are mathematical structures whose aim is to describe the evolution of an arbitrary...
The notions of constant, discrete-time, and linear dynamical systems over a commutative ring and the...
The presentation centers on four classes of systems that can be treated as linear systems over a rin...
We discuss implicit systems of ordinary linear differential equations with (time-) variable coeffici...
The authors of Berg et al. [J. Algebra 348 (2011) 446-461] provide an algorithm for finding a comple...
The main goal of this thesis is to examine linear dynamical systems, both in the continuous- and dis...
In the first part of this paper the definition of a dynamical system as simply consisting of a famil...
AbstractA notion of structure at infinity for linear discrete time periodic system is proposed and i...
By using techniques borrowed from algebraic geometry, some tests are proposed to certify structural ...
Two natural operations to combine finite, discrete dynamical systems (or, from the opposite perspect...
AbstractIn this paper, we present new mathematical results and several new algorithm for solving a s...
AbstractGeneral algebraic structures are introduced and used to develop representations for discrete...
International audienceThe paper deals with duality for dynamical linear time-invariant systems over ...
International audienceThe structure at infinity and the essential structure are two control theory n...
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