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Universal behavior of cascading failures in interdependent networks.


ABSTRACT: Catastrophic and major disasters in real-world systems, such as blackouts in power grids or global failures in critical infrastructures, are often triggered by minor events which originate a cascading failure in interdependent graphs. We present here a self-consistent theory enabling the systematic analysis of cascading failures in such networks and encompassing a broad range of dynamical systems, from epidemic spreading, to birth-death processes, to biochemical and regulatory dynamics. We offer testable predictions on breakdown scenarios, and, in particular, we unveil the conditions under which the percolation transition is of the first-order or the second-order type, as well as prove that accounting for dynamics in the nodes always accelerates the cascading process. Besides applying directly to relevant real-world situations, our results give practical hints on how to engineer more robust networked systems.

SUBMITTER: Duan D 

PROVIDER: S-EPMC6842597 | biostudies-literature | 2019 Nov

REPOSITORIES: biostudies-literature

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Universal behavior of cascading failures in interdependent networks.

Duan Dongli D   Lv Changchun C   Si Shubin S   Wang Zhen Z   Li Daqing D   Gao Jianxi J   Havlin Shlomo S   Stanley H Eugene HE   Boccaletti Stefano S  

Proceedings of the National Academy of Sciences of the United States of America 20191017 45


Catastrophic and major disasters in real-world systems, such as blackouts in power grids or global failures in critical infrastructures, are often triggered by minor events which originate a cascading failure in interdependent graphs. We present here a self-consistent theory enabling the systematic analysis of cascading failures in such networks and encompassing a broad range of dynamical systems, from epidemic spreading, to birth-death processes, to biochemical and regulatory dynamics. We offer  ...[more]

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