Resilience patterns in higher-order meta-population networks
Yanyi Nie, Yanbing Liu, Qixuan Cao, Tao Lin, Wei Wang

TL;DR
This paper introduces a higher-order meta-population model that simplifies complex multidimensional mobility interactions into a single equation, enabling effective resilience analysis and epidemic prediction across regions.
Contribution
It extends dimension-reduction techniques to higher-order meta-population networks, capturing both large-scale mobility and local interactions for improved epidemic modeling.
Findings
The model accurately predicts epidemic dynamics on real and star networks.
Higher-order interactions can cause explosive epidemic growth.
Mobility influences spatial disease distribution.
Abstract
Meta-population networks are effective tools for capturing population movement across distinct regions, but the assumption of well-mixed regions fails to capture the reality of population higher-order interactions. As a multidimensional system capturing mobility characteristics, meta-population networks are inherently complex and difficult to interpret when subjected to resilience analysis based on N-dimensional equations. We propose a higher-order meta-population model that captures large-scale global cross-regional mobility and small-scale higher-order interactions within regions. Remarkably, we extend the dimension-reduction approach, simplifying the N-dimensional higher-order meta-population system into a one-dimensional equation by decomposing different network behaviours into a single universal resilience function, thereby allowing for convenient and accurate prediction of the…
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Taxonomy
TopicsComplex Network Analysis Techniques
