par Moradi, Sara 
;Anderson, Johan
Référence Journal of Physics A: Mathematical and Theoretical, 50, 32, 325002
Publication Publié, 2017-07
;Anderson, JohanRéférence Journal of Physics A: Mathematical and Theoretical, 50, 32, 325002
Publication Publié, 2017-07
Article révisé par les pairs
| Résumé : | A novel possibility of self-organized behaviour of stochastically driven oscillators is presented. It is shown that synchronization by Lévy stable processes is significantly more efficient than that by oscillators with Gaussian statistics. The impact of outlier events from the tail of the distribution function was examined by artificially introducing a few additional oscillators with very strong coupling strengths and it is found that remarkably even one such rare and extreme event may govern the long term behaviour of the coupled system. In addition to the multiplicative noise component, we have investigated the impact of an external additive Lévy distributed noise component on the synchronisation properties of the oscillators. |
