Joint Structural Pruning and Mixed-Precision Quantization for LLM Compression

· Source: Machine Learning · Field: Technology & Digital — Artificial Intelligence & Machine Learning · Depth: Expert, quick

Summary

A new end-to-end framework addresses Large Language Model (LLM) deployment efficiency by jointly optimizing structural pruning and mixed-precision quantization. Traditional methods often optimize quantization errors per-layer, overlooking global error propagation, and apply pruning and quantization sequentially. This novel approach introduces a mixed-precision post-training quantization (PTQ) strategy that directly minimizes global error propagation across the entire model. Building on this, it develops a joint optimization method that simultaneously learns structural pruning decisions and mixed-precision quantization policies within a unified search space. Experiments show that at ultra-low precisions (1-3 bits), this quantization method reduces WikiText perplexity by up to 21% compared to leading weight-activation baselines. It also achieves up to 59% and 85% lower perplexity on WikiText and C4, respectively, against leading weight-only quantization methods, and delivers superior perplexity and reasoning performance compared to leading joint pruning-and-quantization techniques.

Key takeaway

For MLOps Engineers deploying Large Language Models with strict memory and inference latency requirements, you should prioritize compression techniques that jointly optimize pruning and quantization. This approach, which minimizes global error propagation, significantly outperforms sequential or layer-wise methods, enabling robust ultra-low precision (1-3 bits) deployments. Consider integrating unified compression frameworks to achieve superior perplexity and reasoning performance, directly impacting your model's efficiency and practical viability.

Key insights

Jointly optimizing structural pruning and mixed-precision quantization globally improves LLM compression and performance at ultra-low bitrates.

Principles

Method

The framework employs a mixed-precision PTQ strategy minimizing global error propagation, then jointly optimizes structural pruning and quantization policies within a unified search space.

In practice

Topics

Best for: Research Scientist, AI Engineer, NLP Engineer, AI Scientist, Machine Learning Engineer, MLOps Engineer

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Editorial summary, takeaway, and curation by AIssential. Original article published by Machine Learning.