Popularity Prediction for Social Media over Arbitrary Time Horizons
Daniel Haimovich, Dima Karamshuk, Thomas J. Leeper, Evgeniy Riabenko,, Milan Vojnovic

TL;DR
This paper introduces a scalable, feature-based Hawkes process model for accurately predicting social media content popularity across arbitrary future time horizons, outperforming existing baselines on large-scale Facebook data.
Contribution
The paper presents a novel Hawkes process approach that predicts popularity at any time horizon using static features and observed growth, enabling flexible and accurate predictions.
Findings
High prediction accuracy on Facebook data
Outperforms baseline models for multiple time horizons
Scalable method suitable for large-scale social media data
Abstract
Predicting the popularity of social media content in real time requires approaches that efficiently operate at global scale. Popularity prediction is important for many applications, including detection of harmful viral content to enable timely content moderation. The prediction task is difficult because views result from interactions between user interests, content features, resharing, feed ranking, and network structure. We consider the problem of accurately predicting popularity both at any given prediction time since a content item's creation and for arbitrary time horizons into the future. In order to achieve high accuracy for different prediction time horizons, it is essential for models to use static features (of content and user) as well as observed popularity growth up to prediction time. We propose a feature-based approach based on a self-excited Hawkes point process model,…
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