Nonlinear random walks on hypergraphs characterized by higher-order interactions

Meng Li

doi:10.1016/j.ress.2026.112307

Nonlinear random walks on hypergraphs characterized by higher-order interactions

2026-01-31

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DOI：10.1016/j.ress.2026.112307

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Abstract

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• Captured nonlinear characteristics inherent in higher-order group interactions. • Broke through linear assumptions of transition probabilities in random walks. • Proposed a nonlinear random walk model on hypergraphs with higher-order interactions. • Validated superior performance in identifying critical nodes across real-world datasets.

Keywords:

nonlinear random walks

hypergraphs

higher-order interactions

critical node identification

Nonlinear random walks on hypergraphs characterized by higher-order interactions

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