Add to ORKGCopyright © 2014 Song and Zhang. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. Abstract: In this paper, we introduce the notions of asymptotic pseudo-orbit tracing property and pointwise pseudo-orbit tracing property in non-autonomous dynamical system, which are the generalizations of corresponding notions in autonomous dynamical system. We showed that if ( ,)X F is topologically conjugate to ( ,)Y G, then F has asymptotic pseudo-orbit tracing property if and only if G has the same property. Also we discuss the relationship of pointwise pseudo-orbit tracing property between ...
Physical measures are invariant measures that characterise “typical” behaviour of trajectories start...
We review the recent notion of a nonautonomous dynamical system (NDS), which has been introduced as ...
This is the author accepted manuscriptAlthough chaotic attractors for autonomous dynamical systems s...
Abstract: We introduce α − pseudo orbit and β − traced in infinite dimensional separable Ba-nach spa...
In this paper we consider the pseudo-orbit tracing property for dynamical systems generated by itera...
Abstract. We prove that for every nonempty compact manifold of nonzero dimension no self-homeomorphi...
Omega-limit sets are interesting and important objects in the study of discrete dynamical systems. U...
This thesis concerns itself with some aspects of topological dynamics. We approach the subject using...
We study fundamental decision problems on linear dynamical systems in discrete time. We focus on pse...
A dynamical system consists of a space of all possible world states and a transformation of said spa...
This book provides the first self-contained comprehensive exposition of the theory of dynamical syst...
We study fundamental decision problems on linear dynamical systems in discrete time. We focus on pse...
There are well-known analogs of the prime number theorem and Mertens' theorem for dynamical systems ...
The work presented in this thesis concerns three areas within topological dynamics. The first area i...
AbstractWe prove several results concerning topological conjugation of two impulsive semidynamical s...
Physical measures are invariant measures that characterise “typical” behaviour of trajectories start...
We review the recent notion of a nonautonomous dynamical system (NDS), which has been introduced as ...
This is the author accepted manuscriptAlthough chaotic attractors for autonomous dynamical systems s...
Abstract: We introduce α − pseudo orbit and β − traced in infinite dimensional separable Ba-nach spa...
In this paper we consider the pseudo-orbit tracing property for dynamical systems generated by itera...
Abstract. We prove that for every nonempty compact manifold of nonzero dimension no self-homeomorphi...
Omega-limit sets are interesting and important objects in the study of discrete dynamical systems. U...
This thesis concerns itself with some aspects of topological dynamics. We approach the subject using...
We study fundamental decision problems on linear dynamical systems in discrete time. We focus on pse...
A dynamical system consists of a space of all possible world states and a transformation of said spa...
This book provides the first self-contained comprehensive exposition of the theory of dynamical syst...
We study fundamental decision problems on linear dynamical systems in discrete time. We focus on pse...
There are well-known analogs of the prime number theorem and Mertens' theorem for dynamical systems ...
The work presented in this thesis concerns three areas within topological dynamics. The first area i...
AbstractWe prove several results concerning topological conjugation of two impulsive semidynamical s...
Physical measures are invariant measures that characterise “typical” behaviour of trajectories start...
We review the recent notion of a nonautonomous dynamical system (NDS), which has been introduced as ...
This is the author accepted manuscriptAlthough chaotic attractors for autonomous dynamical systems s...