Add to ORKGAbstract. We address various notions of shadowing and expansivity for con-tinuous maps restricted to a proper subset of their domain. We prove new equivalences of shadowing and expansive properties, we demonstrate under what conditions certain expanding maps have shadowing, and generalize some known results in this area. We also investigate the impact of our theory on maps of the interval. 1
We discuss the dynamics of n-expansive homeomorphisms with the shadowing property defined on compact...
Abstract. We define continuous and inverse shadowing for flows and prove some properties. In particu...
Shadowing is a method of backward error analysis that plays a important role in hyperbolic dynamics....
AbstractLet f be a continuous map of a compact metric space. Assuming shadowing for f we relate the ...
AbstractIn this paper, various shadowing properties are considered for a positively expansive map on...
In this paper, we study relations between shadowing and inverse shadowing for homeomorphisms of a co...
We prove that a linear operator of a complex Banach space has a shadowable point if and only if it h...
Abstract. In this paper we study relations between almost specification property, asymp-totic averag...
We prove that the two-sided limit shadowing property is among the strongest known notions of pseudo-...
The aim of this paper is to introduce the notion of the fitting shadowing property (FSP) for a conti...
We prove that every finite-expansive homeomorphism with the shadowing property has a kind of stabili...
We concentrate on bi-shadowing property, it has important properties and applications in mathematics...
AbstractThe aim of this paper is to introduce the notion of ergodic shadowing for a continuous onto ...
The aim of the following paper is to propose and investigate the partial generalization of hyperboli...
In this paper, we consider the shadowing and the inverse shadowing properties for Cl endomorphisms. ...
We discuss the dynamics of n-expansive homeomorphisms with the shadowing property defined on compact...
Abstract. We define continuous and inverse shadowing for flows and prove some properties. In particu...
Shadowing is a method of backward error analysis that plays a important role in hyperbolic dynamics....
AbstractLet f be a continuous map of a compact metric space. Assuming shadowing for f we relate the ...
AbstractIn this paper, various shadowing properties are considered for a positively expansive map on...
In this paper, we study relations between shadowing and inverse shadowing for homeomorphisms of a co...
We prove that a linear operator of a complex Banach space has a shadowable point if and only if it h...
Abstract. In this paper we study relations between almost specification property, asymp-totic averag...
We prove that the two-sided limit shadowing property is among the strongest known notions of pseudo-...
The aim of this paper is to introduce the notion of the fitting shadowing property (FSP) for a conti...
We prove that every finite-expansive homeomorphism with the shadowing property has a kind of stabili...
We concentrate on bi-shadowing property, it has important properties and applications in mathematics...
AbstractThe aim of this paper is to introduce the notion of ergodic shadowing for a continuous onto ...
The aim of the following paper is to propose and investigate the partial generalization of hyperboli...
In this paper, we consider the shadowing and the inverse shadowing properties for Cl endomorphisms. ...
We discuss the dynamics of n-expansive homeomorphisms with the shadowing property defined on compact...
Abstract. We define continuous and inverse shadowing for flows and prove some properties. In particu...
Shadowing is a method of backward error analysis that plays a important role in hyperbolic dynamics....