activity
20182020
most citedRandom walks on hypergraphs

227 citations · 261 across the 2 of their papers we have counts for

collaborators

6 papers

nlin.AO2020

Multiorder Laplacian for synchronization in higher-order networks

Maxime Lucas, Giulia Cencetti, Federico Battiston

Traditionally, interaction systems have been described as networks, where links encode information on the pairwise influences among the nodes. Yet, in many systems, interactions ta…

physics.soc-ph2019227 cited

Random walks on hypergraphs

Timoteo Carletti, Federico Battiston, Giulia Cencetti +1

In the last twenty years network science has proven its strength in modelling many real-world interacting systems as generic agents, the nodes, connected by pairwise edges. Yet, in…

nlin.PS2019

Generalized patterns from local and non local reactions

Giulia Cencetti, Federico Battiston, Timoteo Carletti +1

A class of systems is considered, where immobile species associated to distinct patches, the nodes of a network, interact both locally and at a long-range, as specified by an (inte…

physics.soc-ph201934 cited

Diffusive behavior of multiplex networks

Giulia Cencetti, Federico Battiston

Diffusion describes the motion of microscopic entities from regions of high concentration to regions of low concentration. In multiplex networks, flows can occur both within and ac…

nlin.AO2018

Reactive random walkers on complex networks

Giulia Cencetti, Federico Battiston, Duccio Fanelli +1

We introduce and study a metapopulation model of random walkers interacting at the nodes of a complex network. The model integrates random relocation moves over the links of the ne…

physics.soc-ph2018

Pattern invariance for reaction-diffusion systems on complex networks

Giulia Cencetti, Pau Clusella, Duccio Fanelli

Given a reaction-diffusion system interacting via a complex network, we propose two different techniques to modify the network topology while preserving its dynamical behaviour. In…