Abstract
A stochastic cellular automaton rule is considered which gives in two limiting cases Conway’s “Life” and a Class 2 (according to Wolfram) cellular automaton exhibiting domain structure. By changing the difference between these two rules with concentrationc, a phase transition between phases of strongly different densities is found experimentally. A generalized inhomogeneous mean field approximation is proposed to account for the findings at least semi-quantitatively.
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