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InfoResearchPeer-reviewed

Flexible Modeling of Information Diffusion on Networks with Statistical Guarantees

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Summary

This paper develops a likelihood-based method to estimate edge weights from observed information diffusion paths under a proposed General Linear Threshold (GLT) model, a discrete-time class that includes the linear threshold (LT) and independent cascade (IC) models. The authors derive a finite-sample error bound and show the estimator is asymptotically normal under mild conditions. Experiments on synthetic and real-world networks report improved estimation of spread, node activation prediction, and Influence Maximization solution quality.