Advancing SVD-based LLM Compression via Layer-Wise Error Model Search
Low-rank SVD-based compression offers a powerful strategy to reduce the computational costs of LLMs. However, existing methods face two key limitations: (i) global rank allocation, where uncalibrated error proxies fail to capture complex error propagation, and (ii) decomposition quality, where Fisher-based estimators suffer from severe rank collapse. In this work, we address these limitations by introducing Layer-wise Error Modeling Search (LEMS) and KFAC-SVD. LEMS advances rank allocation by introducing a layer-wise error surrogate that integrates local and global layer importance alongside a propagation bias, enabling effective global rank allocation via an ILP formulation. KFAC-SVD imp...
| Authors | Moritz Thoma, Maximilian Groezinger, Maximilian Forstenhäusler et al. |
|---|---|
| Primary category | cs.AI |
| Published | 23 October 2026 |
| Last updated at source | 26 October 2026 |
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- MoritzMo123/kfac-svd_lems_mistral-7b_0.9Model · cited by
- MoritzMo123/kfac-svd_uniform_mistral-7b_0.7Model · cited by
- MoritzMo123/kfac-svd_uniform_mistral-7b_0.6Model · cited by
- MoritzMo123/kfac-svd_lems_llama-3-8b_0.7Model · cited by
- MoritzMo123/kfac-svd_lems_llama-3-8b_0.8Model · cited by
- MoritzMo123/kfac-svd_lems_mistral-7b_0.6Model · cited by
- MoritzMo123/kfac-svd_lems_Qwen3-8B_0.9Model · cited by
- MoritzMo123/kfac-svd_lems_mistral-7b_0.7Model · cited by
- MoritzMo123/kfac-svd_lems_mistral-7b_0.8Model · cited by
Models and datasets referencing this paper
- MoritzMo123/kfac-svd_lems_Qwen3-8B_0.8Model
- MoritzMo123/kfac-svd_lems_mistral-7b_0.8Model
- MoritzMo123/kfac-svd_lems_Qwen3-8B_0.6Model
- MoritzMo123/kfac-svd_lems_llama-3-8b_0.8Model
- MoritzMo123/kfac-svd_lems_Qwen3-8B_0.9Model
- MoritzMo123/kfac-svd_lems_Qwen3-8B_0.7Model
- MoritzMo123/kfac-svd_uniform_llama-3-8b_0.7Model
- MoritzMo123/kfac-svd_lems_mistral-7b_0.9Model
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