改进偏好学习,让模型更准确理解人类对回答的平局判断。
Reward Learning From Preference With Ties
- 引入带平局的布拉德利-特尔基模型(BTT),同时处理胜出和平局偏好。
- 实验表明忽略平局会导致偏好强度估计偏差,BTT显著提升性能。
- 适合做人类反馈强化学习的模型优化,尤其在有大量平局数据时。
奖励学习在从人类反馈中进行强化学习(RLHF)中至关重要,确保语言模型与人类意图对齐。布拉德利-特尔基(BT)模型是捕捉成对选择/拒绝响应中人类偏好的主流方法。偏好建模关注的是选择与拒绝响应间的奖励差异(即偏好强度),而非绝对值。因此,精确评估偏好强度极为关键。然而,一个常被忽视的因素是:人类对两个响应的态度可能并非单一偏好,平局现象普遍存在。为此,本文提出采用广义布拉德利-特尔基模型——带平局的布拉德利-特尔基模型(BTT),以容纳平局偏好,从而利用额外信息。我们证明,即使已知提示与响应的真实分布,忽略平局仍会导致偏好强度测量的显著偏差。大量实验证实,引入平局在偏好建模中具有优势。值得注意的是,在由先进开源大模型标注的含平局合成偏好数据集上,使用BTT微调显著优于使用BT。
原文摘要 · Abstract (English)
Reward learning plays a pivotal role in Reinforcement Learning from Human Feedback (RLHF), ensuring the alignment of language models. The Bradley-Terry (BT) model stands as the prevalent choice for capturing human preferences from datasets containing pairs of chosen and rejected responses. In preference modeling, the focus is not on absolute values but rather on the reward difference between chosen and rejected responses, referred to as preference strength. Thus, precise evaluation of preference strength holds paramount importance in preference modeling. However, an easily overlooked factor significantly affecting preference strength measurement is that human attitudes towards two responses may not solely indicate a preference for one over the other and ties are also a common occurrence. To address this, we propose the adoption of the generalized Bradley-Terry model -- the Bradley-Terry model with ties (BTT) -- to accommodate tied preferences, thus leveraging additional information. We prove that even with the access to the true distributions of prompt and response, disregarding ties can lead to a notable bias in preference strength measurement. Comprehensive experiments further validate the advantages of incorporating ties in preference modeling. Notably, fine-tuning with BTT significantly outperforms fine-tuning with BT on synthetic preference datasets with ties, labeled by state-of-the-art open-source LLMs.
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