… Through of mean-field calculations (MFT), we derive expressions for the critical points as
a function of the extra noise for an arbitrary network topology. We employ a different (MFT) …

… that the DWMV model undergoes an order-disorder transition and the critical noise parameter
depends on the underlying topology. In particular, the critical exponents vary continuously …

… the network evolution. With the mean-field approach, we derive the critical noise threshold
… consensus level below the same critical noise. Finally, we also verify the main results in real …

… three-state majority-vote dynamics, and obtain the critical noise \(q_c\), as well as the standard
… study of the three-state majority-vote dynamics on complex networks mainly investigated. …

… The vote models in complex networks [22–27] have been investigated and many of them
focus on the effects of underlying topologies, such as random graphs [28, 29], scale-free …

… complex networks, we highlight the majority-vote model with … majority-vote model on cubic
networks that confirm our results, and we obtain the critical noise for this system and its critical …

… We find that the critical noise is an … network of social interactions, where each node is
occupied by an individual agent, and its topology can take the form of regular or complex networks. …

… describe our model defined on a two-layer multiplex network. … original majority vote model
defined on a complex network. … Here we study the critical behavior of our model by finite-size …

… complex networks literature [24–26], yet the effect of network … [27] studied the majority-vote
model on multiplex networks, in … consensus level and the critical noise parameter are much …

… Interestingly, we find that the critical noise at which we … In particular the critical noise in
the aging regime displays a … ], and in complex networks including small-world networks [32–…