The q-voter model with independence is generalized to signed random graphs and studied
by means of Monte Carlo simulations and theoretically using the mean-field approximation …

The q-voter model with independence is investigated on multiplex networks with full overlap
of nodes in the layers. The layers are various complex networks corresponding to different …

Ferromagnetic and spin-glass-like transitions in nonequilibrium spin models in contact with
two thermal baths with different temperatures are investigated. The models comprise the …

Majority-vote model on scale-free networks and random graphs is investigated in which a
randomly chosen fraction p of agents (called anticonformists) follows an antiferromagnetic …

The q-neighbor Ising model is investigated on homogeneous random graphs with a fraction
of edges associated randomly with antiferromagnetic exchange integrals and the remaining …

Using two models of opinion dynamics, the q-voter model with independence and the q-
voter model with anticonformity, we discuss how the change of disorder from annealed to …

The q-neighbor Ising model for the opinion formation on multiplex networks with two layers
in the form of random graphs (duplex networks), the partial overlap of nodes, and …

We study the binary q-voter model with generalized anticonformity on random Erdős–Rényi
graphs. In such a model, two types of social responses, conformity and anticonformity, occur …

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 …

We study a nonlinear q-voter model with stochastic noise, interpreted in the social context as
independence, on a duplex network. To study the role of the multilevelness in this model we …