The nonexistence of expansive Zn actions on Peano continua that contain no θ-curves
- Shi, Enhui
- Zhou, Lizhen
- Zhou, Youcheng
DOIAbstract
AbstractIn this paper, we prove that there are no expansive Zn actions on Peano continua that contain no θ-curves
AbstractIn this paper, we prove that there are no expansive Zn actions on Peano continua that contain no θ-curves
AbstractIn our previous paper, we introduced the notion of continuum-wise expansive homeomorphisms w...
AbstractA homeomorphism h:X→X is expansive provided that there exists a constant c>0 and for every x...
AbstractAn action of a group G on a topological space X is called minimal if for every point x∈X, th...
AbstractIn this paper, we prove that there are no expansive Zn actions on Peano continua that contai...
AbstractA dendrite D in a metric space X is said to be free if there exists a connected open set U i...
AbstractIt is well known that if X is one of an arc, a circle or a disk, X does not admit an expansi...
AbstractA continuum X is k-cyclic if given any ε>0, there is a finite open cover U of X such that me...
Abstract. A collection {h1,...hn} of commutative homeomorphisms on X generate an expansive Zn action...
AbstractIn this paper, we prove the following: Let G be a graph, f:G→G a continuous map and P a fini...
AbstractLet Z be a metric continuum and n be a positive integer. Let Cn(Z) be the hyperspace of the ...
AbstractIn this paper, we study expansive homeomorphisms from a point of view of continuum theory
AbstractA homeomorphism f:X→X of a compactum X with metric d is expansive if there is c>0 such that ...
AbstractSuppose that {Yi}i=1∞ is a collection of disjoint subcontinua of continuum X such that limi→...
The fundamental group of a closed surface of genus at least two admits a natural action on the curve...
A general framework for investigating topological actions of Zd on compact metric spaces was propose...
AbstractIn our previous paper, we introduced the notion of continuum-wise expansive homeomorphisms w...
AbstractA homeomorphism h:X→X is expansive provided that there exists a constant c>0 and for every x...
AbstractAn action of a group G on a topological space X is called minimal if for every point x∈X, th...
AbstractIn this paper, we prove that there are no expansive Zn actions on Peano continua that contai...
AbstractA dendrite D in a metric space X is said to be free if there exists a connected open set U i...
AbstractIt is well known that if X is one of an arc, a circle or a disk, X does not admit an expansi...
AbstractA continuum X is k-cyclic if given any ε>0, there is a finite open cover U of X such that me...
Abstract. A collection {h1,...hn} of commutative homeomorphisms on X generate an expansive Zn action...
AbstractIn this paper, we prove the following: Let G be a graph, f:G→G a continuous map and P a fini...
AbstractLet Z be a metric continuum and n be a positive integer. Let Cn(Z) be the hyperspace of the ...
AbstractIn this paper, we study expansive homeomorphisms from a point of view of continuum theory
AbstractA homeomorphism f:X→X of a compactum X with metric d is expansive if there is c>0 such that ...
AbstractSuppose that {Yi}i=1∞ is a collection of disjoint subcontinua of continuum X such that limi→...
The fundamental group of a closed surface of genus at least two admits a natural action on the curve...
A general framework for investigating topological actions of Zd on compact metric spaces was propose...
AbstractIn our previous paper, we introduced the notion of continuum-wise expansive homeomorphisms w...
AbstractA homeomorphism h:X→X is expansive provided that there exists a constant c>0 and for every x...
AbstractAn action of a group G on a topological space X is called minimal if for every point x∈X, th...
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