## Abstract

Cellular automata are dynamical systems in which space and time are discrete, where each

cell obeys the same rule and has a nite number of states. In this paper we study non-uniform

cellular automata, i.e. with non-uniform local interaction rules. Two different models are described. In the first a cell's rule may be regarded as a genotype whose phenotypic effect

is achieved by rule application. Our focus is on evolution in rule space starting from a random

gene pool, i.e. rule population. The second model focuses on the study of complex structures formed by a small number of rules, where the term `complex' denotes a structure consisting of simple grid cells, acting as a single \organism".

cell obeys the same rule and has a nite number of states. In this paper we study non-uniform

cellular automata, i.e. with non-uniform local interaction rules. Two different models are described. In the first a cell's rule may be regarded as a genotype whose phenotypic effect

is achieved by rule application. Our focus is on evolution in rule space starting from a random

gene pool, i.e. rule population. The second model focuses on the study of complex structures formed by a small number of rules, where the term `complex' denotes a structure consisting of simple grid cells, acting as a single \organism".

Original language | English GB |
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Title of host publication | Artificial Life IV |

Editors | R.A. Brooks, P. Maes |

Publisher | The MIT Press |

Pages | 394-399 |

Number of pages | 6 |

Volume | 2 |

State | Published - 1994 |