activity
20172020
most citedThe Size of the Sync Basin Revisited

48 citations · 79 across the 3 of their papers we have counts for

collaborators

9 papers

nlin.AO2020

System Size Identification from Sinusoidal Probing in Diffusive Complex Networks

Melvyn Tyloo, Robin Delabays

One of the most fundamental characteristic of a complex system is its size (or volume), which, in many modelling, is represented by the number of its individual components. Complex…

nlin.AO20206 cited

Clusterization and phase diagram of the bimodal Kuramoto model with bounded confidence

André Reggio, Robin Delabays, Philippe Jacquod

Inspired by the Deffuant and Hegselmann-Krause models of opinion dynamics, we extend the Kuramoto model to account for confidence bounds, i.e., vanishing interactions between pairs…

eess.SY2020

Locating line and node disturbances in networks of diffusively coupled dynamical agents

Robin Delabays, Laurent Pagnier, Melvyn Tyloo

A wide variety of natural and human-made systems consist of a large set of dynamical units coupled into a complex structure. Breakdown of such systems can have a dramatic impact, a…

nlin.AO2019

Dynamical equivalence between Kuramoto models with first- and higher-order coupling

Robin Delabays

The Kuramoto model with high-order coupling has recently attracted some attention in the field of coupled oscillators in order, for instance, to describe clustering phenomena in se…

nlin.AO2019

Rate of change of frequency under line contingencies in high voltage electric power networks with uncertainties

Robin Delabays, Melvyn Tyloo, Philippe Jacquod

In modern electric power networks with fast evolving operational conditions, assessing the impact of contingencies is becoming more and more crucial. Contingencies of interest can…

nlin.AO201825 cited

Noise-Induced Desynchronization and Stochastic Escape from Equilibrium in Complex Networks

Melvyn Tyloo, Robin Delabays, Philippe Jacquod

Complex physical systems are unavoidably subjected to external environments not accounted for in the set of differential equations that models them. The resulting perturbations are…