Ultra Fast Warm Start Solution for Graph Recommendations

📅 2025-09-01
📈 Citations: 0
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🤖 AI Summary
To address the challenge of real-time recommendation updates in graph neural collaborative filtering models (e.g., UltraGCN) under dynamic user preferences and frequent data arrivals, this paper proposes a warm-start method based on low-rank linearized approximation. Our approach innovatively incorporates low-rank matrix approximation into the graph convolutional propagation process, circumventing costly iterative retraining and enabling efficient incremental parameter updates. While preserving the original UltraGCN architecture, our method achieves rapid recommendation refresh via a single linear transformation—accelerating inference by up to 30×—while outperforming baselines in AUC, Recall, and other key metrics. Extensive experiments on large-scale industrial datasets demonstrate superior scalability and robustness. The proposed framework establishes a lightweight, efficient, and production-ready paradigm for real-time recommender systems operating under high-frequency update constraints.

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📝 Abstract
In this work, we present a fast and effective Linear approach for updating recommendations in a scalable graph-based recommender system UltraGCN. Solving this task is extremely important to maintain the relevance of the recommendations under the conditions of a large amount of new data and changing user preferences. To address this issue, we adapt the simple yet effective low-rank approximation approach to the graph-based model. Our method delivers instantaneous recommendations that are up to 30 times faster than conventional methods, with gains in recommendation quality, and demonstrates high scalability even on the large catalogue datasets.
Problem

Research questions and friction points this paper is trying to address.

Ultra fast warm start for graph recommendations
Updating recommendations with new data changes
Maintaining relevance despite shifting user preferences
Innovation

Methods, ideas, or system contributions that make the work stand out.

Linear approach for updating graph recommendations
Low-rank approximation to graph-based model
Instantaneous recommendations 30 times faster
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