activity
20052021
most citedCondensation of degrees emerging through a first-order phase transition in classical random graphs

9 citations · 16 across the 3 of their papers we have counts for

collaborators

10 papers

cond-mat.stat-mech2021

Analytic solution of the two-star model with correlated degrees

Maíra Bolfe, Fernando L. Metz, Edgar Guzmán-González +1

Exponential random graphs are important to model the structure of real-world complex networks. Here we solve the two-star model with degree-degree correlations in the sparse regime…

cond-mat.dis-nn2020

The spectral density of dense random networks and the breakdown of the Wigner semicircle law

Fernando L. Metz, Jeferson D. Silva

Although the spectra of random networks have been studied for a long time, the influence of network topology on the dense limit of network spectra remains poorly understood. By con…

cond-mat.dis-nn2020

Localization and universality of eigenvectors in directed random graphs

Fernando L. Metz, Izaak Neri

Although the spectral properties of random graphs have been a long-standing focus of network theory, the properties of right eigenvectors of directed graphs have so far eluded an e…

physics.optics2019

Superextreme Waves Generation in the Linear Regime

Cristian Bonatto, Sandra D. Prado, Fernando L. Metz +3

Extreme or rogue waves are large and unexpected waves appearing with higher probability than predicted by Gaussian statistics. Although their formation is explained by both linear…

cond-mat.dis-nn20192 cited

Phase transitions in atypical systems induced by a condensation transition on graphs

Edgar Guzmán-González, Isaac Pérez Castillo, Fernando L. Metz

Random graphs undergo structural phase transitions that are crucial for dynamical processes and cooperative behavior of models defined on graphs. In this work we investigate the im…

cond-mat.dis-nn20199 cited

Condensation of degrees emerging through a first-order phase transition in classical random graphs

Fernando L. Metz, Isaac Pérez Castillo

Due to their conceptual and mathematical simplicity, Erdös-Rényi or classical random graphs remain as a fundamental paradigm to model complex interacting systems in several areas.…