AbstractLet L be the transition rule of a cellular automaton which is linear modulo 2. Associated to L there is defined a compact subspace of Euclidean space related to the behavior of L under iteration. It is seen that this subspace can have fractional Hausdorff dimension
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
AbstractThe main results of the paper concern graphs of linear cellular automata with boundary condi...
AbstractLet L be the transition rule of a cellular automaton which is linear modulo 2. Associated to...
Random multiplication of a given set of s polynomials with coefficients in a finite field following ...
AbstractSpace-time patterns of linear cellular automata are studied. Existence of the limit of a ser...
It is well-known that the spacetime diagrams of some cel-lular automata have a fractal structure: fo...
A one-dimensional cellular automaton is a discrete dynamical system where a sequence of symbols evol...
We give a classification of cellular automata in arbitrary dimensions and on arbitrary subshift spac...
Random multiplication of a given set of s polynomials with coefficients in a finite field following ...
AbstractWe prove that additive cellular automata in the Besicovitch topology that have a Willson lim...
This paper seeks to build on the extensive connections that have arisen between automata theory, com...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
AbstractThe main results of the paper concern graphs of linear cellular automata with boundary condi...
AbstractLet L be the transition rule of a cellular automaton which is linear modulo 2. Associated to...
Random multiplication of a given set of s polynomials with coefficients in a finite field following ...
AbstractSpace-time patterns of linear cellular automata are studied. Existence of the limit of a ser...
It is well-known that the spacetime diagrams of some cel-lular automata have a fractal structure: fo...
A one-dimensional cellular automaton is a discrete dynamical system where a sequence of symbols evol...
We give a classification of cellular automata in arbitrary dimensions and on arbitrary subshift spac...
Random multiplication of a given set of s polynomials with coefficients in a finite field following ...
AbstractWe prove that additive cellular automata in the Besicovitch topology that have a Willson lim...
This paper seeks to build on the extensive connections that have arisen between automata theory, com...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
This book series presents a new type of cellular automata for 2D pattern generation, characterized b...
AbstractThe main results of the paper concern graphs of linear cellular automata with boundary condi...
DOI
Add to ORKG