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Enough is as good as a feast: A Comprehensive Analysis of How Reinforcement Learning Mitigates Task Conflicts in LLMs

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TL;DR - This study finds that reinforcement learning produces specialized LLMs that retain more performance when merged than supervised fine-tuned models. It attributes this advantage to RL updates that cause less parameter interference across tasks.

  • Evaluations span five representative tasks and compare RL-trained models with SFT-trained counterparts.
  • On-policy RL data yields smaller gradient updates, reducing the risk of overwriting knowledge from other tasks.
  • As RL converges, its objective progressively reduces the magnitude and number of conflicting parameter updates.
  • Joint optimization of positive and negative examples directs models toward less biased task-specific parameter subspaces.

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Enough is as good as a feast: A Comprehensive Analysis of How Reinforcement Learning Mitigates Task Conflicts in LLMs

arXiv cs.CL Zixuan Ren, Jinliang Lu, Junhong Wu, Yang Zhao, Dai Dai, Hua Wu, Haifeng Wang, Chengqing Zong 2026-07-24 arXiv:2607.22039
Public signals Semantic Scholar citations 0 · Semantic Scholar influential citations 0
Providers: Hugging Face · N/A OpenAlex · N/A Publisher · N/A Semantic Scholar · Citations 0 · Influential citations 0 X · N/A Fetched 2026-07-31 06:59:39.312436 UTC

TL;DR - This study finds that reinforcement learning produces specialized LLMs that retain more performance when merged than supervised fine-tuned models. It attributes this advantage to RL updates that cause less parameter interference across tasks.

  • Evaluations span five representative tasks and compare RL-trained models with SFT-trained counterparts.
  • On-policy RL data yields smaller gradient updates, reducing the risk of overwriting knowledge from other tasks.
  • As RL converges, its objective progressively reduces the magnitude and number of conflicting parameter updates.
  • Joint optimization of positive and negative examples directs models toward less biased task-specific parameter subspaces.
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