Add to ORKGOne dimensional maps with degenerate critical points are studied and we give a larger class of $\Cal C^r$ functions whose topological entropy is continuous
(eng) We show that it is impossible to compute (or even to approximate) the topological entropy of a...
We will consider ∞-entropy points in the context of the possibilities of approximation mapping...
ABSTRACT. We show that for a $C^{1} $ one-dimensional map there is a hyperbolic Cantorset in aneighb...
Abstract. One dimensional maps with degenerate critical points are studied and we give a larger clas...
We classify completely continuous circle maps from the point of view of topological sequence entropy...
We present a simple theory on topological entropy of the continuous maps defined on a compact metric...
We will consider \(\infty\)-entropy points in the context of the possibilities of approximation mapp...
AbstractWe prove some results concerning the entropy of continuous and almost continuous functions. ...
AbstractWe give the best lower bound of the topological entropy of a continuous map ƒ of the space Y...
We present a simple theory on topological entropy of the continuous maps defined on a compact metric...
In this paper we review and explore the notion of topological entropy for continuous maps defined on...
summary:A continuous map $f$ of the interval is chaotic iff there is an increasing sequence of nonne...
We show that it is impossible to compute (or even to approximate) the topological entropy of a conti...
We show that it is impossible to compute (or even to approximate) the topological entropy of a conti...
We show that it is impossible to compute (or even to approximate) the topological entropy of a conti...
(eng) We show that it is impossible to compute (or even to approximate) the topological entropy of a...
We will consider ∞-entropy points in the context of the possibilities of approximation mapping...
ABSTRACT. We show that for a $C^{1} $ one-dimensional map there is a hyperbolic Cantorset in aneighb...
Abstract. One dimensional maps with degenerate critical points are studied and we give a larger clas...
We classify completely continuous circle maps from the point of view of topological sequence entropy...
We present a simple theory on topological entropy of the continuous maps defined on a compact metric...
We will consider \(\infty\)-entropy points in the context of the possibilities of approximation mapp...
AbstractWe prove some results concerning the entropy of continuous and almost continuous functions. ...
AbstractWe give the best lower bound of the topological entropy of a continuous map ƒ of the space Y...
We present a simple theory on topological entropy of the continuous maps defined on a compact metric...
In this paper we review and explore the notion of topological entropy for continuous maps defined on...
summary:A continuous map $f$ of the interval is chaotic iff there is an increasing sequence of nonne...
We show that it is impossible to compute (or even to approximate) the topological entropy of a conti...
We show that it is impossible to compute (or even to approximate) the topological entropy of a conti...
We show that it is impossible to compute (or even to approximate) the topological entropy of a conti...
(eng) We show that it is impossible to compute (or even to approximate) the topological entropy of a...
We will consider ∞-entropy points in the context of the possibilities of approximation mapping...
ABSTRACT. We show that for a $C^{1} $ one-dimensional map there is a hyperbolic Cantorset in aneighb...