Synchrony in networks of coupled non-smooth dynamical systems: extending the master stability function

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Synchrony in networks of coupled non-smooth dynamical systems: extending the master stability function

The master stability function is a powerful tool for determining synchrony in high-dimensional networks of coupled limit cycle oscillators. In part, this approach relies on the analysis of a low-dimensional variational equation around a periodic orbit. For smooth dynamical systems, this orbit is not...

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Bibliographic Details
Main Authors:	Coombes, Stephen, Thul, Ruediger
Format:	Article
Published:	Cambridge University Press 2016
Subjects:	General Applied Mathematics Synchronisation Non-Smooth Equations Complex Networks Neural Networks
Online Access:	https://eprints.nottingham.ac.uk/34103/

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