A property of the rule 150 elementary cellular automaton
  We studied the rule 150 elementary cellular automaton in terms of the distribution of the spacings of the singular values of the matieces obtained from proper time evolutions patterns. The distribution has strong resembrance to that of the random matrices which is derived from Painlev\'e V equation. Some analytic results for the relative period of the ECS are also presented. 
Yuji Kaneko
nlin.CG