Fig 6.

Left: Plot of the statistical complexity C_LMC, entropy H and disequilibrium D versus the probability of obtaining a head outcome in a biased coin (N = 2 states) system. To calculating C_LMC in a 2-state system we can simply rewrite Eqs (11) and (12) as H = −[p(head)log p(head) + p(tail)log p(tail)] and D = {[p(head) − 1/2]² + [p(tail) − 1/2]²}. Since we have p(head) = 1 − p(tail), the graph is symmetrical about p(head) = 0.5. Right: Plot of the statistical complexity C_LMC versus the normalised entropy $\overline{H}$ for N = 2 and N = 3 states systems.