Inferring Diffusion Structures of Heterogeneous Network Cascade
Yubai Yuan, Siyu Huang, Abdul Basit Adeel

TL;DR
This paper introduces a convex double mixture directed graph model to infer multi-layer diffusion networks from cascade data, capturing heterogeneity and layered structures in real-world networks, with proven guarantees and practical applications.
Contribution
It presents a novel convex model for inferring multi-layer diffusion networks that accounts for heterogeneity and layered patterns in cascade data.
Findings
Effective recovery of diverse diffusion structures in simulations
Application to social science cascades reveals underlying diffusion networks
Model provides statistical and computational guarantees
Abstract
Network cascade refers to diffusion processes in which outcome changes within part of an interconnected population trigger a sequence of changes across the entire network. These cascades are governed by underlying diffusion networks, which are often latent. Inferring such networks is critical for understanding cascade pathways, uncovering Granger causality of interaction mechanisms among individuals, and enabling tasks such as forecasting or maximizing information propagation. In this project, we propose a novel double mixture directed graph model for inferring multi-layer diffusion networks from cascade data. The proposed model represents cascade pathways as a mixture of diffusion networks across different layers, effectively capturing the strong heterogeneity present in real-world cascades. Additionally, the model imposes layer-specific structural constraints, enabling diffusion…
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Taxonomy
TopicsNeural Networks and Applications
MethodsDiffusion
