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Название: Statistical mechanics of a dynamical system based on Conway's game of Life
Авторы: L. S. Schulman, P. E. Seiden
We study a discrete dynamical system whose evolution is governed by rules similar to those of Conway's game of Life but also include a stochastic element (parametrized by a temperature). Statistical properties that are examined are density as a function of temperature and entropy (suitably defined). A phase transition and a certain thermodynamic constant of the motion are observed.