# Pair approximation for the noisy threshold q-voter model.

@article{Vieira2020PairAF, title={Pair approximation for the noisy threshold q-voter model.}, author={A. R. Vieira and A. F. Peralta and R. Toral and M. S. Miguel and C. Anteneodo}, journal={Physical review. E}, year={2020}, volume={101 5-1}, pages={ 052131 } }

In the standard q-voter model, a given agent can change its opinion only if there is a full consensus of the opposite opinion within a group of influence of size q. A more realistic extension is the threshold q voter, where a minimal agreement (at least 0<q_{0}≤q opposite opinions) is sufficient to flip the central agent's opinion, including also the possibility of independent (nonconformist) choices. Variants of this model including nonconformist behavior have been previously studied in fully… CONTINUE READING

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Spontaneous symmetry breaking of active phase in coevolving nonlinear voter model

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