This paper concerns the fundamentals on a new type of finite linear cellular automata with socalled local transition rule 90. Some problems about a few characteristic numbers associated with these automata, initially introduced by S. Huzino, are extensively solved and consequently the author gives a new algebraic formulation of these types of cellular automata, which enables us to challenge further investigations on these types of cellular auto mata of higher dimensions. 1
The study of cellular automata (CA) was motivated recently by their application to systems whose com...
Abstract: We consider one-dimensional cellular automata whose cells can use different local rules to...
Global cellular automata are introduced as a generalization of 1-dimensional cellular automata allow...
This paper concerns the fundamentals on a new type of finite linear cellular automata with so-called...
In this paper we deal with 1-D finite cellular automata with a triplet local transition rule 14 and ...
This paper deals with one-dimensional finite cellular automata with a triplet local transition rule ...
This paper describes the behaviors of one dimensional finite cellular automata with a triplet local ...
This paper deals with one-dimensional finite cellular automata with a triplet local transition rule ...
AbstractA subclass of cellular automata called linear cellular automata over Zm is studied. Criteria...
AbstractCellular automata are used to model dynamical phenomena by focusing on their local behavior ...
Abstract. A novel algebraic and dynamic systems approach to finite elementary cellular automata is p...
We associate to cellular automata elementary rules a class of interval maps defined in [0,1]. The co...
We present a general procedure to associate hierarchies of cellular automata with given spectral pro...
This paper deals with one-dimensional finite cellular automata with a triplet local transition rule ...
In this paper, we investigate non-uniform elementary cellular automata (i.e., one-dimensional cellul...
The study of cellular automata (CA) was motivated recently by their application to systems whose com...
Abstract: We consider one-dimensional cellular automata whose cells can use different local rules to...
Global cellular automata are introduced as a generalization of 1-dimensional cellular automata allow...
This paper concerns the fundamentals on a new type of finite linear cellular automata with so-called...
In this paper we deal with 1-D finite cellular automata with a triplet local transition rule 14 and ...
This paper deals with one-dimensional finite cellular automata with a triplet local transition rule ...
This paper describes the behaviors of one dimensional finite cellular automata with a triplet local ...
This paper deals with one-dimensional finite cellular automata with a triplet local transition rule ...
AbstractA subclass of cellular automata called linear cellular automata over Zm is studied. Criteria...
AbstractCellular automata are used to model dynamical phenomena by focusing on their local behavior ...
Abstract. A novel algebraic and dynamic systems approach to finite elementary cellular automata is p...
We associate to cellular automata elementary rules a class of interval maps defined in [0,1]. The co...
We present a general procedure to associate hierarchies of cellular automata with given spectral pro...
This paper deals with one-dimensional finite cellular automata with a triplet local transition rule ...
In this paper, we investigate non-uniform elementary cellular automata (i.e., one-dimensional cellul...
The study of cellular automata (CA) was motivated recently by their application to systems whose com...
Abstract: We consider one-dimensional cellular automata whose cells can use different local rules to...
Global cellular automata are introduced as a generalization of 1-dimensional cellular automata allow...