In search for the social hysteresis -- the symmetrical threshold model with independence on Watts-Strogatz graphs

29 Feb 2020 Nowak Bartłomiej Sznajd-Weron Katarzyna

We study the homogeneous symmetrical threshold model with independence (noise) by pair approximation and Monte Carlo simulations on Watts-Strogatz graphs. The model is a modified version of the famous Granovetter's threshold model: with probability $p$ a voter acts independently, i.e. takes randomly one of two states +/-; with complementary probability $1-p$, a voter takes a given state, if sufficiently large fraction (above a given threshold r) of individuals in its neighborhood is in this state... (read more)

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