output
20022026
most citedMaps of random walks on complex networks reveal community structure

4.7k citations

Showing 2021Show all

8 papers · 1 filter

math.NT20216 cited

Along the lines of nonadditive entropies: -prime numbers and -zeta functions

Ernesto P. Borges, Takeshi Kodama, Constantino Tsallis

The rich history of prime numbers includes great names such as Euclid, who first analytically studied the prime numbers and proved that there is an infinite number of them, Euler,…

nlin.AO2021

Sandpile cascades on oscillator networks: the BTW model meets Kuramoto

Guram Mikaberidze, Raissa M. D'Souza

Cascading failures abound in complex systems and the BTW sandpile model provides a theoretical underpinning for their analysis. Yet, it does not account for the possibility of node…

cs.NE2021

Frontiers in Evolutionary Computation: A Workshop Report

Tyler Millhouse, Melanie Moses, Melanie Mitchell

In July of 2021, the Santa Fe Institute hosted a workshop on evolutionary computation as part of its Foundations of Intelligence in Natural and Artificial Systems project. This pro…

physics.soc-ph2021938 cited

The physics of higher-order interactions in complex systems

Federico Battiston, Enrico Amico, Alain Barrat +11

Complex networks have become the main paradigm for modelling the dynamics of interacting systems. However, networks are intrinsically limited to describing pairwise interactions, w…

physics.soc-ph2021

A Tale of Two (and More) Altruists

B. De Bruyne, J. Randon-Furling, S. Redner

We introduce a minimalist dynamical model of wealth evolution and wealth sharing among agents as a platform to compare the relative merits of altruism and individualism. In our…

nlin.AO2021

Basins with tentacles

Yuanzhao Zhang, Steven H. Strogatz

To explore basin geometry in high-dimensional dynamical systems, we consider a ring of identical Kuramoto oscillators. Many attractors coexist in this system; each is a twisted per…