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HARMONIC: Harnessing LLMs for Tabular Data Synthesis and Privacy Protection

NeurIPS 2024 · Large language models › Instruction and fine-tuning · approach: Fine-tuning generalization and delta compression · 5 citations (OpenAlex)

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Proposes HARMONIC, which instruction-fine-tunes LLaMA-2-7b-chat with kNN-grouped table rows to generate privacy-preserving synthetic tabular data, and introduces the DLT and LLE evaluation metrics.

Problem

Generating realistic synthetic tabular data with LLMs while limiting privacy leakage of the training rows, and evaluating synthetic data and privacy risks in LLM-based downstream scenarios.

Approach

Instead of continued pre-training on serialized rows, fine-tune a larger LLM on instruction examples built from kNN groups of k+1 rows (k=5), computing loss only on the output row and shuffling feature order; evaluate with LLE (downstream LLM fine-tuning efficacy) and DLT (perplexity gap between train and synthetic data).

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
add kNN label filtering (ablation)HARMONIC · GMLLE: $0.59_{\pm 0.03}$ -> $0.64_{\pm 0.03}$Helped
add kNN label filtering (ablation)HARMONIC · DILLE: $0.74_{\pm 0.01}$ -> $0.75_{\pm 0.00}$Helped
add kNN label filtering (ablation)HARMONIC · GM and DIDCR: 7.97 -> 8.08 (GM); 0.44 -> 0.44 (DI)Mixed
add random feature-order permutation (ablation)HARMONIC · GMDLT: -0.58 -> -0.16Helped
add random feature-order permutation (ablation)HARMONIC · DIDLT: -0.67 -> -0.37Helped
add random feature-order permutation (ablation)HARMONIC · GMLLE: $0.63_{\pm 0.05}$ -> $0.64_{\pm 0.03}$No clear effect
add random feature-order permutation (ablation)HARMONIC · DILLE: $0.70_{\pm 0.03}$ -> $0.75_{\pm 0.00}$Helped

Surprising findings

Limitations

Experimental setup

Datasets: German Credit Adult Income Diabetes Buddy

Benchmarks: German Credit Adult Income Diabetes Buddy

Metrics: LLE weighted F1 MLE F1 NRS DCR DLT

Baselines: SMOTE TVAE CTAB-GAN TabDDPM TABSYN GReaT REaLTabFormer

Builds on: GReaT TABSYN LoRA k-nearest neighbors

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