We analyze the properties of the majority-vote (MV) model with an additional noise in which
a local spin can be changed independently of its neighborhood. In the standard MV, one of …

We investigate the three-state majority-vote model for opinion dynamics on scale-free and
regular networks. In this model, an individual selects an opinion equal to the opinion of the …

The three-state majority-vote model with noise on Erdös–Rényi random graphs has been
studied. Using Monte Carlo simulations we obtain the phase diagram, along with the critical …

The majority-vote model with noise is one of the simplest nonequilibrium statistical model
that has been extensively studied in the context of complex networks. However, the …

The majority-vote model with noise on Erdös-Rényi's random graphs has been studied.
Monte Carlo simulations were performed to characterize the order-disorder phase transition …

We investigate the three-state majority-vote model with noise on scale-free and regular
networks. In this model, an individual selects an opinion equal to the opinion of the majority …

We study through Monte Carlo simulations and finite-size scaling analysis the
nonequilibrium phase transitions of the majority-vote model taking place on spatially …

Through Monte Carlo Simulation, the well-known majority-vote model has been studied with
noise on directed random graphs. In order to characterize completely the observed order …

We consider a generalized version of the majority-vote model in small-world networks. In our
model, each site of the network has noise q= 0 and q≠ 0 with probability f and 1− f …

We investigate the phase transitions behavior of the majority-vote model with noise on a
topology that consists of two coupled random networks. A parameter p is used to measure …