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Outlier-Aware Post-Training Quantization for Discrete Graph Diffusion Models

ICML 2025 · Architectures and efficiency › Quantization · approach: Post-training quantization of ViTs

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Proposes Bit-DGDM, a post-training quantization framework for discrete graph diffusion models that splits activations into sparse outliers plus low-bit dense parts and decomposes weights into low-rank plus alpha-sparse outlier components, with custom sparse-dense kernels.

Problem

Discrete graph diffusion models are compute-bound with outliers in both weights and activations, and existing PTQ methods designed for LLMs and image diffusion models do not transfer well to them.

Approach

Combine data-free adaptive outlier thresholds for activations (sparse-dense activation quantization) with an ill-conditioned, RPCA-style low-rank plus alpha-sparse weight decomposition, and implement equidistributed sparse-dense GPU kernels so that the dense low-bit part dominates computation.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
apply Bit-DGDM W4A4 instead of full-precision DigressDigress · QM9Validity (%): 99.0 -> 98.2Hurt
apply Bit-DGDM W4A4 instead of DuQuant W4A4Digress · QM9Validity (%): 96.5 -> 98.2Helped
apply Bit-DGDM W4A4 instead of DuQuant W4A4Digress · MOSESValidity (%): 81.1 -> 81.9Helped
apply Bit-DGDM W4A4 instead of full-precision GRADE-IFGRADE-IF · CATHRecovery (%): 52.2 -> 51.6Hurt
add sparse-dense activation quantization (ablation)RTN-quantized GRADE-IF · CATHPerplexityHelped
add ill-conditioned low-rank weight decomposition (ablation)RTN plus sparse-dense activation quantization · CATHSpeedupHelped
retain the overlapping-outlier term SXSW (ablation)Bit-DGDM · CATHPerplexityHelped
increase the activation outlier quantile (ablation)Bit-DGDM · MOSESValidity (%)Mixed
vary the α-sparsity configuration for weights (ablation)Bit-DGDM · MOSESValidity (%)Mixed

Surprising findings

Limitations

Experimental setup

Datasets: QM9 MOSES SBM planar graphs CATH

Benchmarks: QM9 MOSES SBM planar CATH

Metrics: Validity Uniqueness Novelty Speedup Peak memory Perplexity Recovery

Baselines: RTN GPTQ SqueezeLLM SVDQuant DuQuant BF16

Builds on: Digress GRADE-IF robust principal component analysis SVDQuant GPTQ

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