activity
20012019
most citedEffects of mobility in a population of Prisoner's Dilemma players

262 citations · 492 across the 7 of their papers we have counts for

collaborators

7 papers

physics.plasm-ph2019★ 5 cited

Global scaling of the heat transport in fusion plasmas

Sara Moradi, Johan Anderson, Michele Romanelli +2

A global heat flux model based on a fractional derivative of plasma pressure is proposed for the heat transport in fusion plasmas. The degree of the fractional derivative of the he…

nlin.CD2015

Synchronization of two Rossler systems with switching coupling

Mattia Frasca, Arturo Buscarino, Marco Branciforte +2

In this paper, we study a system of two Rossler oscillators coupled through a time-varying link, periodically switching between two values. We analyze the system behavior with resp…

nlin.CD2015★ 28 cited

Experimental evidence of chaos from memristors

L. V. Gambuzza, L. Fortuna, M. Frasca +1

Until now, most memristor-based chaotic circuits proposed in the literature are based on mathematical models which assume ideal characteristics such as piece-wise linear or cubic n…

physics.soc-ph2013★ 93 cited

Analysis of Remote Synchronization in Complex Networks

Lucia Valentina Gambuzza, Alessio Cardillo, Alessandro Fiasconaro +3

A novel regime of synchronization, called remote synchronization, where the peripheral nodes form a phase synchronized cluster not including the hub, was recently observed in star…

physics.soc-ph2009★ 262 cited

Effects of mobility in a population of Prisoner's Dilemma players

S. Meloni, A. Buscarino, L. Fortuna +4

We address the problem of how the survival of cooperation in a social system depends on the motion of the individuals. Specifically, we study a model in which Prisoner's Dilemma pl…

physics.soc-ph2007★ 103 cited

Disease spreading in populations of moving agents

Arturo Buscarino, Luigi Fortuna, Mattia Frasca +1

We study the effect of motion on disease spreading in a system of random walkers which additionally perform long-distance jumps. A small percentage of jumps in the agent motion is…