Figure 8
From: Three-state majority-vote model on small-world networks
(a) Fourth-order Binder cumulant \(U_L\) as a function of the noise parameter q for \(L=60,80,100,120\) and 140. The lines are cubic polynomial fits to the data, yielding for \(p=0.0001\) a critical noise \(q_c=0.1181\pm 0.0002\). In the inset we show an overview for \(U_L\) and the lines are guides for the eye. (b) Phase diagram of the three-state (two-state) majority-vote model in small-world networks (open symbols). The points represent the critical noise parameters \(q_c\) as function of the rewiring probability p. The error bars are smaller than the symbols, and the lines are guides to the eye.
