Many real-world systems display complicated interaction structures among their sub-units, forming complex networks. Examples of complex networks in neuro- and cognitive sciences include neural networks, cortical and functional connectivity of brain and language, etc. Recent research has revealed general organization principles in the structure of complex networks. A problem of fundamental importance is to understand the impact of network structure on its dynamical properties. Here we study phase synchronization of generic nonlinear oscillators on the nodes of complex networks. We have identified an important ingredient in the complex structure of random networks that governs universally the synchronization properties of complex networks. The results based on the network of cat cortical connectivity may shed some light into the relationship between the cortical connectivity and the functional connectivity of brain.
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