Add to ORKGLet (E;A1;A2;B) be a quadruple of matrices representing a two-order generalized time-invariant linear system, E¨x = A1 ˙ x + A2x + Bu. We study the controllability character under an algebraic point of view
The objective of the article is to obtain general conditions for several types of controllability at...
AbstractIn this paper, a new condition for the controllability of higher-order linear dynamical syst...
AbstractWe consider quadruples of matrices (E,A,B,C) representing generalized linear multivariable s...
Let (E;A1;A2;B) be a quadruple of matrices representing a two-order generalized time-invariant linea...
Let (A1;A2;B) be a triple of matrices representing two-order time-invariant linear systems, ¨x = A1 ...
Abstract:-A geometric approach of generalized linear systems as pairs of linear maps defined modulo ...
We consider triples of matrices (E; A;B), representing singular linear time invariant systems in the...
AbstractThis paper presents a new way of introducing invariant subspaces for generalized systems. Th...
We consider second-order switched linear systems and obtain sufficient conditions for such systems t...
In recent years there has been growing interest in the descriptive analysis of complex systems, perm...
This paper reviews in a condensed form the main tools and results of the geometric approach develope...
Given a (` + 1)-ple of matrices (A`¡1; : : : ;A0;B) representing `- order time-invariant linear sys...
In recent years there has been growing interest in the descriptive analysis of l-order time invarian...
In a geometric point of view, a nonlinear control system, a#ne in the controls, is thought of as an ...
This paper reviews in a condensed form the main tools and results of the geometric approach develop...
The objective of the article is to obtain general conditions for several types of controllability at...
AbstractIn this paper, a new condition for the controllability of higher-order linear dynamical syst...
AbstractWe consider quadruples of matrices (E,A,B,C) representing generalized linear multivariable s...
Let (E;A1;A2;B) be a quadruple of matrices representing a two-order generalized time-invariant linea...
Let (A1;A2;B) be a triple of matrices representing two-order time-invariant linear systems, ¨x = A1 ...
Abstract:-A geometric approach of generalized linear systems as pairs of linear maps defined modulo ...
We consider triples of matrices (E; A;B), representing singular linear time invariant systems in the...
AbstractThis paper presents a new way of introducing invariant subspaces for generalized systems. Th...
We consider second-order switched linear systems and obtain sufficient conditions for such systems t...
In recent years there has been growing interest in the descriptive analysis of complex systems, perm...
This paper reviews in a condensed form the main tools and results of the geometric approach develope...
Given a (` + 1)-ple of matrices (A`¡1; : : : ;A0;B) representing `- order time-invariant linear sys...
In recent years there has been growing interest in the descriptive analysis of l-order time invarian...
In a geometric point of view, a nonlinear control system, a#ne in the controls, is thought of as an ...
This paper reviews in a condensed form the main tools and results of the geometric approach develop...
The objective of the article is to obtain general conditions for several types of controllability at...
AbstractIn this paper, a new condition for the controllability of higher-order linear dynamical syst...
AbstractWe consider quadruples of matrices (E,A,B,C) representing generalized linear multivariable s...