In this paper, the equivalence classification of the linear non-autonomous dynamic systems near singularities is given. Under some conditions their equivalence classes are the same as the autonomous ones. Using a series of linear and nonlinear transforms, the equivalence classification is proved.Materials Science, MultidisciplinaryMultidisciplinary SciencesSCI(E)0ARTICLE3184-1911
This paper establishes equivalences among five classes of hybrid systems: mixed logical dynamical (M...
Linear switched systems are an important class of hybrid dynamic systems. The controllability of lin...
AbstractIn the present paper sufficient conditions for asymptotic equivalence and restricted asympto...
Equivalence of certain classes of second-order non-linear distributed parameter systems and correspo...
AbstractIn this paper we establish analytic equivalence theorems of Poincaré and Poincaré–Dulac type...
In this paper we establish analytic equivalence theorems of Poincare and Poincare-Dulac type for ana...
Linear expansions of minimum dynamic systems and linear almost periodical differential equations are...
AbstractWe consider systems of linear differential and algebraic equations in which some of the vari...
Linear complementarity problems provide a powerful framework to model nonsmooth phenomena in a varie...
It can be proven that linear dynamical systems exhibit either stable behavior, or unstable behavior,...
We establish equivalences among five classes of hybrid systems, that we have encountered in previous...
We study the differentiability properties of the topological equivalence between a uniformly asympto...
summary:The problem of topological classification is fundamental in the study of dynamical systems. ...
AbstractWe study mixing properties (topological mixing and weak mixing of arbitrary order) for nonau...
We study mixing properties (topological mixing and weak mixing of arbitrary order) for nonautonomous...
This paper establishes equivalences among five classes of hybrid systems: mixed logical dynamical (M...
Linear switched systems are an important class of hybrid dynamic systems. The controllability of lin...
AbstractIn the present paper sufficient conditions for asymptotic equivalence and restricted asympto...
Equivalence of certain classes of second-order non-linear distributed parameter systems and correspo...
AbstractIn this paper we establish analytic equivalence theorems of Poincaré and Poincaré–Dulac type...
In this paper we establish analytic equivalence theorems of Poincare and Poincare-Dulac type for ana...
Linear expansions of minimum dynamic systems and linear almost periodical differential equations are...
AbstractWe consider systems of linear differential and algebraic equations in which some of the vari...
Linear complementarity problems provide a powerful framework to model nonsmooth phenomena in a varie...
It can be proven that linear dynamical systems exhibit either stable behavior, or unstable behavior,...
We establish equivalences among five classes of hybrid systems, that we have encountered in previous...
We study the differentiability properties of the topological equivalence between a uniformly asympto...
summary:The problem of topological classification is fundamental in the study of dynamical systems. ...
AbstractWe study mixing properties (topological mixing and weak mixing of arbitrary order) for nonau...
We study mixing properties (topological mixing and weak mixing of arbitrary order) for nonautonomous...
This paper establishes equivalences among five classes of hybrid systems: mixed logical dynamical (M...
Linear switched systems are an important class of hybrid dynamic systems. The controllability of lin...
AbstractIn the present paper sufficient conditions for asymptotic equivalence and restricted asympto...