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Joint Relational Database Generation via Graph-Conditional Diffusion Models

NeurIPS 2025 · Graph learning › Graph self-supervised learning · approach: Diffusion-based graph generation · 0 citations (OpenAlex)

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Proposes GRDM, a non-autoregressive graph-conditional diffusion model that generates all tables of a relational database jointly by sampling a degree-preserving graph structure and then denoising row attributes with a GNN over K-hop neighborhoods.

Problem

Synthetic relational database (RDB) generation is typically autoregressive over tables, which limits parallelism, flexibility for downstream tasks, and captures multi-hop inter-table dependencies poorly due to compounding errors.

Approach

Represent an RDB as a directed heterogeneous graph (rows as nodes, primary-foreign key links as edges), sample the graph structure with a degree-preserving random graph model, and jointly denoise all node attributes with a Gaussian diffusion model whose denoiser is a heterogeneous GraphSAGE over the K-hop neighborhood; dimension tables are kept fixed as conditioning metadata.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
use joint rather than autoregressive feature generation (ablation)GRDM · Berka, Inter-Table Trends (1-, 2-, and 3-hop)Inter-Table Trends: 91.41 -> 28.53; 95.57 -> 52.01; 92.43 -> 49.45Helped
use joint rather than autoregressive feature generation (ablation)GRDM · Instacart 05, Inter-Table Trends (1- and 2-hop)Inter-Table Trends: 88.49 -> 63.32; 92.95 -> 13.41Helped
use joint rather than autoregressive feature generation (ablation)GRDM · RelBench-F1, Inter-Table Trends (1- and 2-hop)Inter-Table Trends: 90.85 -> 90.82; 93.67 -> 87.73Mixed
replace the sampled graph with the ground-truth graph (ablation)GRDM · Berka, Inter-Table Trends (1-, 2-, and 3-hop)Inter-Table Trends: 91.41 -> 91.50; 95.57 -> 95.90; 92.43 -> 94.45No clear effect
replace the sampled graph with the ground-truth graph (ablation)GRDM · Instacart 05, Inter-Table Trends (1- and 2-hop)Inter-Table Trends: 88.49 -> 91.80; 92.95 -> 92.85Mixed
replace the sampled graph with the ground-truth graph (ablation)GRDM · RelBench-F1, Inter-Table Trends (1- and 2-hop)Inter-Table Trends: 90.85 -> 93.12; 93.67 -> 96.10Helped
use GRDM instead of the strongest baselinerelational database generation · Berka, Inter-Table Trends (3-hop)Inter-Table Trends: +14.14%Helped
use GRDM instead of the strongest baselinerelational database generation · Instacart 05, Inter-Table Trends (2-hop)Inter-Table Trends: +473.06%Helped
use GRDM instead of the strongest baselinerelational database generation · RelBench-F1, Inter-Table Trends (2-hop)Inter-Table Trends: +12.62%Helped
use GRDM instead of the strongest baselinerelational database generation · Movie Lens, Inter-Table Trends (1-hop)Inter-Table Trends: +1.75%Helped
use GRDM instead of the strongest baselinerelational database generation · CCS, Inter-Table Trends (1-hop)Inter-Table Trends: +17.52%Helped
use GRDM instead of the strongest baselinerelational database generation · California, Inter-Table Trends (1-hop)Inter-Table Trends: +0.86%Helped

Surprising findings

Limitations

Experimental setup

Datasets: Berka Instacart 05 Movie Lens CCS California RelBench-F1

Benchmarks: Berka Instacart 05 Movie Lens CCS California RelBench-F1

Metrics: cardinality column shapes intra-table trends inter-table trends (k-hop) KS complement TV complement DCR

Baselines: SDV ClavaDDPM SingleTable Denorm

Builds on: TabDDPM DDPM GraphSAGE ClavaDDPM SDV

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