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Diffusion Transformers for Tabular Data Time Series Generation
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Proposes TabDiT, a latent diffusion transformer that generates heterogeneous tabular data time series by combining per-row VAE embeddings, with an autoregressive VAE decoder, variable-range decimal number encoding, and explicit end-of-sequence padding prediction.
Problem
Generating time series of heterogeneous tabular data (mixed numerical and categorical fields with variable length) remains largely unexplored; existing autoregressive methods lack diverse unconditional sampling and single-row diffusion methods assume fixed-length inputs.
Approach
Use a non-holistic VAE that encodes individual tabular rows, and a DiT denoiser that combines the row embeddings into time series; add an AR VAE decoder, a magnitude-prefix decimal representation for numbers, and generate the sequence length by predicting EoS padding rows.
Key results
- Unconditional generation on Age1: TabDiT MLD-TS 63.93 vs AR Baseline 91.20; on Age2 TabDiT reaches MLD-TS 50.43 (near chance).
- Conditional 'child gt-cond' on Rossmann: TabDiT MLD-TS 72.20 and LD-SR 82.90, versus REaLTabFormer 98.90 and 60.63.
- Ablation on Age2: full TabDiT MLD-TS 50.8, versus 62.2 for parallel VAE decoder and 83.7 for linear transformation numeric encoding.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| replace the AR Baseline with TabDiT | Unconditional time-series generation · Rossmann, Airbnb, PKDD’99 Financial, Age2, Age1, Leaving | MLD-TS: 97.80 -> 82.60; 77.23 -> 55.07; 92.87 -> 85.53; 67.53 -> 50.43; 91.20 -> 63.93; 69.43 -> 62.33 | Helped |
| replace the AR Baseline with TabDiT | Conditional generation, child gt-cond · Rossmann, Airbnb, Age2, PKDD’99 Financial | MLD-TS: 95.57 -> 72.20; 57.97 -> 51.10; 69.97 -> 51.40; 68.33 -> 59.50 | Helped |
| add an autoregressive VAE decoder instead of a parallel decoder (ablation) | TabDiT · Age2 | MLD-TS: 62.2 -> 50.8 | Helped |
| add decoder cross-attention to the latent z (ablation) | TabDiT · Age2 | MLD-TS: 51.2 -> 50.8 | No clear effect |
| use variable-range decimal representation instead of fixed-length digits (ablation) | TabDiT · Age2 | MLD-TS: 64.0 -> 50.8 | Helped |
| use variable-range decimal representation instead of quantized numerical features (ablation) | TabDiT · Age2 | MLD-TS: 83.8 -> 50.8 | Helped |
| use variable-range decimal representation instead of a linear transformation for numerical values (ablation) | TabDiT · Age2 | MLD-TS: 83.7 -> 50.8 | Helped |
| predict sequence length explicitly instead of ignoring padding and sampling length from a Gaussian (ablation) | TabDiT · Age2 | MLD-TS: 61.0 -> 50.8 | Helped |
| use the diffusion model rather than the autoregressive baseline | TabDiT · Age2 | MLD-TS: 68.3 -> 50.8 | Helped |
Surprising findings
- On the Age2 dataset, TabDiT even surpasses the ideal 'Original' MLE-TS accuracy (61.57 vs 60.07).
Limitations
- Single-row generation is not optimized; the single-row variant underperforms REaLTabFormer on parent generation in most datasets.
- Large-scale experiments use a private dataset that cannot be released.
- Unconditional comparison only against the authors' own AR baseline since no public unconditional baseline exists.
Experimental setup
Datasets: Age1 Age2 Leaving PKDD'99 Financial Rossmann Airbnb Large Scale Bank Data
Benchmarks: Age1 Age2 Leaving PKDD'99 Financial Rossmann Airbnb
Metrics: MLD-TS LD-SR MLE-TS
Baselines: REaLTabFormer SDV AR Baseline TabGPT-style quantization TabSyn-style linear transform
Builds on: DiT Latent Diffusion Models TabSyn FiT REaLTabFormer
Closest papers by meaning
- TabDiff: a Mixed-type Diffusion Model for Tabular Data Generation (ICLR 2025 · similarity 0.88)
- Continuous Diffusion for Mixed-Type Tabular Data (ICLR 2025 · similarity 0.87)
- Utilizing Image Transforms and Diffusion Models for Generative Modeling of Short and Long Time Series (NeurIPS 2024 · similarity 0.87)
- TabNAT: A Continuous-Discrete Joint Generative Framework for Tabular Data (ICML 2025 · similarity 0.86)
- Time Series Generation Under Data Scarcity: A Unified Generative Modeling Approach (NeurIPS 2025 · similarity 0.86)
- A Diffusion Model for Regular Time Series Generation from Irregular Data with Completion and Masking (NeurIPS 2025 · similarity 0.86)
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