In this article, we show numerically the strong finite-size effects in exponential random
graphs. Particularly, for the two-star model above the critical value of the chemical potential …

We study the fluctuations of the interface, in the steady state, of the Surface Relaxation
Model (SRM) in two scale-free interacting networks where a fraction q of nodes in both …

Synchronizing individual activities is essential for the stable functioning of diverse complex
systems. Understanding the relation between dynamic fluctuations and the connection …

Isolated complex networks have been studied deeply in the last decades due to the fact that
many real systems can be modeled using these types of structures. However, it is well …

The fluctuation of dynamic variables in complex networks is known to depend on the
dimension and the heterogeneity of the substrate networks. Previous studies, however, have …

Isolated complex networks have been studied deeply in the last decades due to the fact that
many real systems can be modeled using these types of structures. However, it is well …

In this Letter we find numerically the strong finite-size effects in the critical behavior of Erd\H
{o} sR\'enyi (ER) networks supplemented with chemical potentials for some motifs, in …