AbstractIn this paper we study some relationships between the dynamical systems that arise from the family of substitutions: 1 → 12, …,(n − 1) → 1n,n → 1, for n ⩾ 2. We describe how the dynamics of the system of this family corresponding to n is present in the system corresponding to n′, with n < n′
AbstractWe consider multidimensional substitutions of constant length in a primarily expository sett...
Abstract. — Substitutions are combinatorial objects (one replaces a letter by a word) which produce ...
Abstract. We study aperiodic substitution dynamical systems arising from non-primitive substitutions...
AbstractIn this paper we study some relationships between the dynamical systems that arise from the ...
AbstractLet (N̄n,(+1)n) be the adic system associated to the substitution: 1 → 12,…,(n − 1) → 1n, n ...
For a Pisot primitive unimodular substitution over the alphabet A with d letters, a substitution dyn...
In this thesis we study some properties of the geometrical realizations of the dynamical systems tha...
The theory of substitution sequences and their higher-dimensional analogues is intimately connected ...
We prove that the dynamical system generated by a primitive unimodular substitution of the Pisot typ...
International audienceWe prove that the symbolic dynamical system generated by a purely substitutive...
In this work, we begin the study of a new class of dynamical systems determined by interval maps gen...
AbstractRecently, Berthé and the author developed a method to construct a multi-dimensional Sturmian...
International audienceAny infinite sequence of substitutions with the same matrix of the Pisot type ...
International audienceWe set up a geometrical theory for the study of the dynamics of reducible Piso...
AbstractAny infinite sequence of substitutions with the same matrix of the Pisot type defines a symb...
AbstractWe consider multidimensional substitutions of constant length in a primarily expository sett...
Abstract. — Substitutions are combinatorial objects (one replaces a letter by a word) which produce ...
Abstract. We study aperiodic substitution dynamical systems arising from non-primitive substitutions...
AbstractIn this paper we study some relationships between the dynamical systems that arise from the ...
AbstractLet (N̄n,(+1)n) be the adic system associated to the substitution: 1 → 12,…,(n − 1) → 1n, n ...
For a Pisot primitive unimodular substitution over the alphabet A with d letters, a substitution dyn...
In this thesis we study some properties of the geometrical realizations of the dynamical systems tha...
The theory of substitution sequences and their higher-dimensional analogues is intimately connected ...
We prove that the dynamical system generated by a primitive unimodular substitution of the Pisot typ...
International audienceWe prove that the symbolic dynamical system generated by a purely substitutive...
In this work, we begin the study of a new class of dynamical systems determined by interval maps gen...
AbstractRecently, Berthé and the author developed a method to construct a multi-dimensional Sturmian...
International audienceAny infinite sequence of substitutions with the same matrix of the Pisot type ...
International audienceWe set up a geometrical theory for the study of the dynamics of reducible Piso...
AbstractAny infinite sequence of substitutions with the same matrix of the Pisot type defines a symb...
AbstractWe consider multidimensional substitutions of constant length in a primarily expository sett...
Abstract. — Substitutions are combinatorial objects (one replaces a letter by a word) which produce ...
Abstract. We study aperiodic substitution dynamical systems arising from non-primitive substitutions...