AbstractIn this paper we show that if f:I→I is a map such that the inverse limit space, P=lim←{I,f}i=1∞ is the pseudo-arc, then the entropy of f and hence the entropy of the shift map fˆ is either 0 or infinite
This paper characterizes those pseudo-Anosov mappings whose entropy can be detected homologically by...
AbstractA proof of a localized version of the proven entropy conjecture for C∞ smooth maps is given....
AbstractLet M be a compact manifold with dimM⩾2. We prove that some iteration of the generic homeomo...
AbstractIn this paper we show that if f:I→I is a map such that the inverse limit space, P=lim←{I,f}i...
AbstractEntropy on nonautonomous maps {fi}ı=0∞ of the interval is defined 2 ways. Under one definiti...
AbstractWe generalize a result of Bowen by showing that the topological entropy of the induced map o...
The aim of this paper is to prove the following results: a continuous map f : [0; 1] ! [0; 1] is ch...
AbstractWe present an arc-like continuum X and a mapping f:X→X with the following properties: The se...
AbstractLet I be a closed interval and f : I → I be continuous. We investigate the structure of the ...
AbstractLet I be a closed interval and f : I → I be continuous. We investigate the structure of the ...
AbstractThe aim of this paper is to introduce a definition of topological entropy for continuous map...
AbstractLet X be a compact metric space and f:X→X be continuous. Let h⁎(f) be the supremum of sequen...
AbstractEntropy on nonautonomous maps {fi}ı=0∞ of the interval is defined 2 ways. Under one definiti...
AbstractIn [G.T. Seidler, The topological entropy of homeomorphisms on one-dimensional continua, Pro...
AbstractWe give the best lower bound of the topological entropy of a continuous map ƒ of the space Y...
This paper characterizes those pseudo-Anosov mappings whose entropy can be detected homologically by...
AbstractA proof of a localized version of the proven entropy conjecture for C∞ smooth maps is given....
AbstractLet M be a compact manifold with dimM⩾2. We prove that some iteration of the generic homeomo...
AbstractIn this paper we show that if f:I→I is a map such that the inverse limit space, P=lim←{I,f}i...
AbstractEntropy on nonautonomous maps {fi}ı=0∞ of the interval is defined 2 ways. Under one definiti...
AbstractWe generalize a result of Bowen by showing that the topological entropy of the induced map o...
The aim of this paper is to prove the following results: a continuous map f : [0; 1] ! [0; 1] is ch...
AbstractWe present an arc-like continuum X and a mapping f:X→X with the following properties: The se...
AbstractLet I be a closed interval and f : I → I be continuous. We investigate the structure of the ...
AbstractLet I be a closed interval and f : I → I be continuous. We investigate the structure of the ...
AbstractThe aim of this paper is to introduce a definition of topological entropy for continuous map...
AbstractLet X be a compact metric space and f:X→X be continuous. Let h⁎(f) be the supremum of sequen...
AbstractEntropy on nonautonomous maps {fi}ı=0∞ of the interval is defined 2 ways. Under one definiti...
AbstractIn [G.T. Seidler, The topological entropy of homeomorphisms on one-dimensional continua, Pro...
AbstractWe give the best lower bound of the topological entropy of a continuous map ƒ of the space Y...
This paper characterizes those pseudo-Anosov mappings whose entropy can be detected homologically by...
AbstractA proof of a localized version of the proven entropy conjecture for C∞ smooth maps is given....
AbstractLet M be a compact manifold with dimM⩾2. We prove that some iteration of the generic homeomo...
DOI
Add to ORKG