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Titlebook: Cellular Automata; 5th International Co Stefania Bandini,Bastien Chopard,Marco Tomassini Conference proceedings 2002 Springer-Verlag Berlin

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Dynamics of Populations in Extended Systems mean time to extinction on the rate of mutations will also be discussed. These two problems illustrate the fact that cellular automata or Monte-Carlo simulations, which take completely the spatial fluctuations into account, are very useful tools to study population dynamics.
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Exploring the Legal Color of Secession,several notions of topological transitivity. We discuss two types of transitivity for discrete time dynamical system: positive and full. The relationships among these notions and properties such as existence of a dense orbit, topological chaos and indecomposability are investigated.
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Secession and the Use of Force,separates systems of coupled map lattices into two distinct universality classes. The similar partition holds in case of CA. CA with Toom rule and synchronous updating represent the weak universality class of the Ising model, while Toom CA with asynchronous updating fall into the Ising universality class.
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Universality Class of Probabilistic Cellular Automataseparates systems of coupled map lattices into two distinct universality classes. The similar partition holds in case of CA. CA with Toom rule and synchronous updating represent the weak universality class of the Ising model, while Toom CA with asynchronous updating fall into the Ising universality class.
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