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Multiverse AI uses Ising model for LLM pruning, improving Llama-3.3-70B-Instruct compression

🔄 Updated 2d ago
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Key points

  • New LLM pruning method uses constrained binary optimization and Ising models.
  • Method maps block removal to a disordered spin system.
  • Achieved 23 percentage point MMLU gain on Llama-3.3-70B-Instruct at 50% compression.
  • Accounts for inter-block dependencies, unlike mean-field methods.

New Pruning Method for LLMs

Multiverse AI introduced a new method for compressing large language models (LLMs) by treating block removal as a constrained binary optimization (CBO) problem. This problem maps directly onto an Ising glass, a disordered spin system. This allows for efficient evaluation of potential pruned model configurations.

Improved Compression Performance

The new technique demonstrated significant improvements in deep compression scenarios. When applied to Llama-3.3-70B-Instruct, the method achieved a nearly 23 percentage point gain on the MMLU benchmark at 50% compression, outperforming existing block-removal methods.

Addressing Inter-Block Dependencies

Traditional block-removal methods often assess each block independently, similar to mean-field approaches in physics. However, transformer blocks are not independent; removing one block can affect the impact of removing others. The Multiverse AI method accounts for these interactions, or couplings, between blocks, which is crucial for maintaining model quality during aggressive pruning.

Leveraging Statistical Physics Tools

The challenge of searching exponentially large configuration spaces with pairwise couplings is a domain where statistical physics tools are effective. By assigning a binary variable to each transformer block and using a second-order Taylor expansion of the model's loss, the method can approximate the Hessian matrix, which helps quantify individual block importance and inter-block relationships.

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Reporting from

Multiverse AI developed a new method for pruning large language models (LLMs) by reformulating block removal as a constrained binary optimization problem, mapping it to an Ising glass model. This approach allows for ranking candidate configurations without extensive benchmarking, achieving a 23 percentage point gain on MMLU for Llama-3.3-70B-Instruct at 50% compression compared to other block-removal methods. The method accounts for inter-block dependencies, which traditional mean-field approaches overlook.