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
Jury: Alain Colmerauer, Marianne Delorme, Bruno Durand2, Enrico Formenti, Jean-yves Marion et Michel...
International audienceThis paper tackles the question of the environmental robustness of a particula...
This thesis presents an empirical study of the effects of topology on cellular automata rule spaces....
AbstractWe prove that additive cellular automata in the Besicovitch topology that have a Willson lim...
AbstractWe study the behavior of cellular automata (CA for short) in the Cantor, Besicovitch and Wey...
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : RP 15491 / INIST-CNRS ...
Although several studies addressed the dynamical properties of cellular automata (CAs) in general an...
International audienceTopological dynamics of cellular automata (CA), inherited from classical dynam...
This paper proves the decidability of several important properties of additive cellular automata ove...
A class of dynamical systems associated to rings of S-integers in rational function fields is descri...
We study the dynamical behavior of D-dimensional (D ≥ 1) additive cellular automata where the alphab...
We give a classification of cellular automata in arbitrary dimensions and on arbitrary subshift spac...
We study the dynamical behavior of D-dimensional (D >= 1) additive cellular automata where the alpha...
AbstractWe apply the two different definitions of chaos given by Devaney and by Knudsen for general ...
International audienceA one-dimensional cellular automaton is a dynamical system which consisting in...
Jury: Alain Colmerauer, Marianne Delorme, Bruno Durand2, Enrico Formenti, Jean-yves Marion et Michel...
International audienceThis paper tackles the question of the environmental robustness of a particula...
This thesis presents an empirical study of the effects of topology on cellular automata rule spaces....
AbstractWe prove that additive cellular automata in the Besicovitch topology that have a Willson lim...
AbstractWe study the behavior of cellular automata (CA for short) in the Cantor, Besicovitch and Wey...
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : RP 15491 / INIST-CNRS ...
Although several studies addressed the dynamical properties of cellular automata (CAs) in general an...
International audienceTopological dynamics of cellular automata (CA), inherited from classical dynam...
This paper proves the decidability of several important properties of additive cellular automata ove...
A class of dynamical systems associated to rings of S-integers in rational function fields is descri...
We study the dynamical behavior of D-dimensional (D ≥ 1) additive cellular automata where the alphab...
We give a classification of cellular automata in arbitrary dimensions and on arbitrary subshift spac...
We study the dynamical behavior of D-dimensional (D >= 1) additive cellular automata where the alpha...
AbstractWe apply the two different definitions of chaos given by Devaney and by Knudsen for general ...
International audienceA one-dimensional cellular automaton is a dynamical system which consisting in...
Jury: Alain Colmerauer, Marianne Delorme, Bruno Durand2, Enrico Formenti, Jean-yves Marion et Michel...
International audienceThis paper tackles the question of the environmental robustness of a particula...
This thesis presents an empirical study of the effects of topology on cellular automata rule spaces....