AbstractA strong connection exists between combinatorial properties and dynamical properties of topological dynamical systems. In this paper, we prove two theorems of a combinatorial nature about the recurrence of generalized Morse sequences, as defined by Keane (1968). These theorems are a strengthening of some of our earlier results
Abstract. In his seminal paper of 1967 on disjointness in topological dynamics and ergodic theory H....
The cell complex structure is one of the most fundamental structures in topology and combinatorics, ...
AbstractWe present an arc-like continuum X and a mapping f:X→X with the following properties: The se...
A strong connection exists between combinatorial properties and dynamical properties of topological ...
We consider the dynamical system (M,S) where M is the orbit closure of a nonperiodic recurrent seque...
AbstractWe introduce the notion of a rational dynamical system extending the classical notion of a t...
AbstractStarting with a combinatorial partition theorem for words over an infinite alphabet dominate...
In this survey we describe how the so-called Dold congruence arises in topology, and how it relates ...
Artículo de publicación ISIRecurrence properties of systems and associated sets of integers that suf...
AbstractThe equivalence of existence of a Borel section to nonexistence of recurrent aperiodic point...
In this paper we give a new definition of the chain recurrent set of a continuous map using finite s...
Katznelson's Question is a long-standing open question concerning recurrence in topological dynamics...
Abstract. In his seminal paper of 1967 on disjointness in topological dy-namics and ergodic theory H...
The global behavior of a dynamical system can be described by its Morse decompositions or its attrac...
Abstract. In this paper we present equivalent definitions of chain recurrent set for continuous dyna...
Abstract. In his seminal paper of 1967 on disjointness in topological dynamics and ergodic theory H....
The cell complex structure is one of the most fundamental structures in topology and combinatorics, ...
AbstractWe present an arc-like continuum X and a mapping f:X→X with the following properties: The se...
A strong connection exists between combinatorial properties and dynamical properties of topological ...
We consider the dynamical system (M,S) where M is the orbit closure of a nonperiodic recurrent seque...
AbstractWe introduce the notion of a rational dynamical system extending the classical notion of a t...
AbstractStarting with a combinatorial partition theorem for words over an infinite alphabet dominate...
In this survey we describe how the so-called Dold congruence arises in topology, and how it relates ...
Artículo de publicación ISIRecurrence properties of systems and associated sets of integers that suf...
AbstractThe equivalence of existence of a Borel section to nonexistence of recurrent aperiodic point...
In this paper we give a new definition of the chain recurrent set of a continuous map using finite s...
Katznelson's Question is a long-standing open question concerning recurrence in topological dynamics...
Abstract. In his seminal paper of 1967 on disjointness in topological dy-namics and ergodic theory H...
The global behavior of a dynamical system can be described by its Morse decompositions or its attrac...
Abstract. In this paper we present equivalent definitions of chain recurrent set for continuous dyna...
Abstract. In his seminal paper of 1967 on disjointness in topological dynamics and ergodic theory H....
The cell complex structure is one of the most fundamental structures in topology and combinatorics, ...
AbstractWe present an arc-like continuum X and a mapping f:X→X with the following properties: The se...
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