Taming Explosive Growth in Complex Networks
Sudeshna Sinha
We show how the spatiotemporal chaos of networks of strongly chaotic systems can be tamed by (i) random non-local coupling connections, and (ii) asynchronicity in dynamical evolution. We provide numerical evidence as well as analytical results to support this, in a wide class of systems. Further we show how dynamically switched random links can prevent blow-ups in coupled nonlinear systems suffering from unbounded growth.