A homogeneous pair approximation for the q-voter model with independence on two-layer multiplex networks accurately predicts transition points and hysteresis widths for dense, homogeneous layers, but fails for sparse or strongly heterogeneous layers.
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Pair approximation for the $q$-voter model with independence on multiplex networks
A homogeneous pair approximation for the q-voter model with independence on two-layer multiplex networks accurately predicts transition points and hysteresis widths for dense, homogeneous layers, but fails for sparse or strongly heterogeneous layers.