Paper Overview
- Field: NLP
- Authors: Congjing Zhang, Vashishtha Patil, Henning Lange, Usman Aleem
- Published: 2026-09-15
- arXiv: 2609.17515
- Dense models have narrow safe pruning regions followed by sharp performance degradation, while MoE models tolerate considerably more pruning.
- Pruning first breaks specificity (concrete devices, arguments, and values) before degrading pattern-level intent recognition.
- Aggressive dense pruning can induce systematic over-refusal—the model rejects valid commands entirely.
- These findings emphasize that selecting pruned LLMs for reliable tool execution requires evaluation that goes beyond aggregate accuracy, considering per-component and complexity-conditioned degradation.
Abstract (Translation)
Pruning can reduce the deployment cost of large language models (LLMs), but its impact on context-grounded tool calling remains poorly understood. The authors systematically study pruning-induced degradation in smart-home tool calling across four LLMs spanning dense Transformer, dense hybrid, and mixture-of-experts (MoE) architectures, together with depth, width, hybrid, and expert pruning methods. After post-pruning supervised fine-tuning (SFT), they evaluate more than 19,500 instances from three smart-home datasets.
Beyond aggregate task accuracy, degradation is characterized along two dimensions: action components (i.e., operation, device, argument, and value) and task complexity.
Key Findings
Original Abstract (Excerpt)
> Pruning can reduce the deployment cost of large language models (LLMs), but its impact on context-grounded tool calling remains poorly understood. We systematically study pruning-induced degradation in smart-home tool calling across four LLMs spanning dense Transformer, dense hybrid, and mixture-of-experts (MoE) architectures, together with depth, width, hybrid, and expert pruning methods. After post-pruning supervised fine-tuning (SFT), we evaluate more than 19,500 instances from three smart-home datasets. Beyond aggregate task accuracy, we characterize degradation along two dimensions: action components (i.e., operation, device, argument, and value) and task complexity. Our results show that dense models have narrow safe pruning regions followed by sharp degradation, while MoE models tolerate...
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