We introduce a class of cellular automata (CA) to model reaction-diffusion systems in a quantitatively correct way. The construction of the CA from the reaction-diffusion equation relies on a moving-average procedure to implement diffusion and a probabilistic table lookup for the reactive part. The applicability of the present CA is demonstrated using the Ginzburg-Landau equation. © 1994 The American Physical Society.SCOPUS: ar.jinfo:eu-repo/semantics/publishe
Biochemical processes occur through intermediate steps which are associated with the formation of re...
We study a binary-cell-state eight-cell neighborhood two-dimensional cellular automaton model of a q...
Cellular automata (CA) are fully discrete dynamical systems. Space is represented by a regular latti...
A cellular automaton (CA) is a discrete microscopic dynamical system widely used to investigate and ...
286-290Class of cellular automata (CA) for modeling reaction diffusion systems has been presented. ...
A method for constructing a variety of probabilistic lattice-gas cellular automata for chemically re...
Cellular automata for reaction-diffusion systems are efficient enough to make the simulation of larg...
Abstract: The simplest cellular automata for the basic model of mathematical physics su...
In low dimensions, reaction-diffusion phenomena may not be correctly described by the usual differen...
In order to recognize different local diffusions, Cellular Automata models (CA) are a recent example...
A probabilistic lattice gas cellular automaton model of a chemically reacting system is constructed....
ABSTRACT: The Cellular Automata method has been used to simulate the pattern formation of the Schlög...
\u3cp\u3eCellular automata are frequently used to model chemical reactions and processes. In this pa...
Smooth concentration fields and balance equations for systems of random walkers are obtained by usin...
This paper describes the process and evaluation methods by which we adapted a Reaction-Diffusion mod...
Biochemical processes occur through intermediate steps which are associated with the formation of re...
We study a binary-cell-state eight-cell neighborhood two-dimensional cellular automaton model of a q...
Cellular automata (CA) are fully discrete dynamical systems. Space is represented by a regular latti...
A cellular automaton (CA) is a discrete microscopic dynamical system widely used to investigate and ...
286-290Class of cellular automata (CA) for modeling reaction diffusion systems has been presented. ...
A method for constructing a variety of probabilistic lattice-gas cellular automata for chemically re...
Cellular automata for reaction-diffusion systems are efficient enough to make the simulation of larg...
Abstract: The simplest cellular automata for the basic model of mathematical physics su...
In low dimensions, reaction-diffusion phenomena may not be correctly described by the usual differen...
In order to recognize different local diffusions, Cellular Automata models (CA) are a recent example...
A probabilistic lattice gas cellular automaton model of a chemically reacting system is constructed....
ABSTRACT: The Cellular Automata method has been used to simulate the pattern formation of the Schlög...
\u3cp\u3eCellular automata are frequently used to model chemical reactions and processes. In this pa...
Smooth concentration fields and balance equations for systems of random walkers are obtained by usin...
This paper describes the process and evaluation methods by which we adapted a Reaction-Diffusion mod...
Biochemical processes occur through intermediate steps which are associated with the formation of re...
We study a binary-cell-state eight-cell neighborhood two-dimensional cellular automaton model of a q...
Cellular automata (CA) are fully discrete dynamical systems. Space is represented by a regular latti...