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Boosting Relational Deep Learning with Pretrained Tabular Models

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arxiv 2504.04934 v1 pith:K7XJL33I submitted 2025-04-07 cs.DB cs.AIcs.LG

Boosting Relational Deep Learning with Pretrained Tabular Models

classification cs.DB cs.AIcs.LG
keywords relationalgnnsdatabasesinferencerelationshipstabularcapturecomplex
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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Relational databases, organized into tables connected by primary-foreign key relationships, are a common format for organizing data. Making predictions on relational data often involves transforming them into a flat tabular format through table joins and feature engineering, which serve as input to tabular methods. However, designing features that fully capture complex relational patterns remains challenging. Graph Neural Networks (GNNs) offer a compelling alternative by inherently modeling these relationships, but their time overhead during inference limits their applicability for real-time scenarios. In this work, we aim to bridge this gap by leveraging existing feature engineering efforts to enhance the efficiency of GNNs in relational databases. Specifically, we use GNNs to capture complex relationships within relational databases, patterns that are difficult to featurize, while employing engineered features to encode temporal information, thereby avoiding the need to retain the entire historical graph and enabling the use of smaller, more efficient graphs. Our \textsc{LightRDL} approach not only improves efficiency, but also outperforms existing models. Experimental results on the RelBench benchmark demonstrate that our framework achieves up to $33\%$ performance improvement and a $526\times$ inference speedup compared to GNNs, making it highly suitable for real-time inference.

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  1. Universal Encoders for Modular Relational Deep Learning

    cs.LG 2026-06 unverdicted novelty 6.0

    Proposes a pretrained Universal Row Encoder using transformers and global statistics to generate table-width invariant row embeddings for modular relational graph models, claiming improved transfer, convergence, and m...