In biased q-voter models, persistence probability saturates when the dynamics reach consensus and decays exponentially when they do not, yielding phase diagrams that reproduce the fixed point structure.
[19], one can obtain the transition proba- bilities governing the change in the density c(t) of posi- tive opinions for an arbitrary value of q
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Persistence probability based dynamics and phase diagrams in biased q-voter models
In biased q-voter models, persistence probability saturates when the dynamics reach consensus and decays exponentially when they do not, yielding phase diagrams that reproduce the fixed point structure.