AbstractWe prove that additive cellular automata in the Besicovitch topology that have a Willson limit set of Hausdorff dimension strictly bigger than 1 are sensitive to initial conditions
none4siWe study the dynamical behavior of additive D-dimensional ( cellular automata where the alp...
none5siWe study the dynamical behavior of linear higher-order cellular automata (HOCA) over Z_m. In ...
AbstractSpace-time patterns of linear cellular automata are studied. Existence of the limit of a ser...
AbstractWe prove that additive cellular automata in the Besicovitch topology that have a Willson lim...
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : RP 15491 / INIST-CNRS ...
International audienceTopological dynamics of cellular automata (CA), inherited from classical dynam...
AbstractWe study the behavior of cellular automata (CA for short) in the Cantor, Besicovitch and Wey...
open4siThis paper proves the decidability of several important properties of additive cellular autom...
We consider two relatively natural topologizations of the set of all cellular automata on a fixed al...
Although several studies addressed the dynamical properties of cellular automata (CAs) in general an...
In this article, we consider a topological dynamical system. The generic limit set is the smallest c...
We consider two relatively natural topologizations of the set of all cellular automata on a fixed al...
International audienceIn topological dynamics, the generic limit set is the smallest closed subset w...
We study the dynamical behavior of D-dimensional (D ≥ 1) additive cellular automata where the alphab...
The Besicovitch and Weyl pseudometrics on the space $A^{\ZZ}$ of biinfinite sequences measure the de...
none4siWe study the dynamical behavior of additive D-dimensional ( cellular automata where the alp...
none5siWe study the dynamical behavior of linear higher-order cellular automata (HOCA) over Z_m. In ...
AbstractSpace-time patterns of linear cellular automata are studied. Existence of the limit of a ser...
AbstractWe prove that additive cellular automata in the Besicovitch topology that have a Willson lim...
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : RP 15491 / INIST-CNRS ...
International audienceTopological dynamics of cellular automata (CA), inherited from classical dynam...
AbstractWe study the behavior of cellular automata (CA for short) in the Cantor, Besicovitch and Wey...
open4siThis paper proves the decidability of several important properties of additive cellular autom...
We consider two relatively natural topologizations of the set of all cellular automata on a fixed al...
Although several studies addressed the dynamical properties of cellular automata (CAs) in general an...
In this article, we consider a topological dynamical system. The generic limit set is the smallest c...
We consider two relatively natural topologizations of the set of all cellular automata on a fixed al...
International audienceIn topological dynamics, the generic limit set is the smallest closed subset w...
We study the dynamical behavior of D-dimensional (D ≥ 1) additive cellular automata where the alphab...
The Besicovitch and Weyl pseudometrics on the space $A^{\ZZ}$ of biinfinite sequences measure the de...
none4siWe study the dynamical behavior of additive D-dimensional ( cellular automata where the alp...
none5siWe study the dynamical behavior of linear higher-order cellular automata (HOCA) over Z_m. In ...
AbstractSpace-time patterns of linear cellular automata are studied. Existence of the limit of a ser...
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