AbstractWe give an explicit and efficiently computable formula for the inverse ofD-dimensional linear cellular automata overZm(D⩾1, m⩾2). We use this formula to get an easy-to-check necessary and sufficient condition for an invertible one-dimensional linear CA to be expansive, and we prove that this condition is equivalent to topological transitivity
In this paper, we introduce group structured linear cellular automata which appear naturally in the ...
AbstractThis paper looks at an algebraic formulation of one dimensional cellular automata. Using the...
We study the topological entropy of a particular class of dynamical systems: cellular automata. The ...
AbstractWe give an explicit and efficiently computable formula for the inverse ofD-dimensional linea...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
We study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provide an eas...
We study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provide an eas...
We study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provide an eas...
We study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provide an eas...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
AbstractA subclass of cellular automata called linear cellular automata over Zm is studied. Criteria...
AbstractThis paper is concerned with the topological entropy of invertible one-dimensional linear ce...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
In this paper, we introduce group structured linear cellular automata which appear naturally in the ...
In this paper, we introduce group structured linear cellular automata which appear naturally in the ...
AbstractThis paper looks at an algebraic formulation of one dimensional cellular automata. Using the...
We study the topological entropy of a particular class of dynamical systems: cellular automata. The ...
AbstractWe give an explicit and efficiently computable formula for the inverse ofD-dimensional linea...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
We study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provide an eas...
We study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provide an eas...
We study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provide an eas...
We study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provide an eas...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
AbstractA subclass of cellular automata called linear cellular automata over Zm is studied. Criteria...
AbstractThis paper is concerned with the topological entropy of invertible one-dimensional linear ce...
AbstractWe study the dynamical behavior of D-dimensional linear cellular automata over Zm. We provid...
In this paper, we introduce group structured linear cellular automata which appear naturally in the ...
In this paper, we introduce group structured linear cellular automata which appear naturally in the ...
AbstractThis paper looks at an algebraic formulation of one dimensional cellular automata. Using the...
We study the topological entropy of a particular class of dynamical systems: cellular automata. The ...
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