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LiPO: Listwise Preference Optimization through Learning-to-Rank

Tianqi Liu,Zhen Qin,9 Authors,Xuanhui Wang

2024 · DOI: 10.48550/arXiv.2402.01878
North American Chapter of the Association for Computational Linguistics · 79 Citations

TLDR

This work forms the LM alignment as a listwise ranking problem and describes the LiPO framework, where the policy can potentially learn more effectively from a ranked list of plausible responses given the prompt, and highlights a specific method, LiPO-$\lambda, which leverages a state-of-the-art ranking objective and weights each preference pair in a more advanced manner.

Abstract

Aligning language models (LMs) with curated human feedback is critical to control their behaviors in real-world applications. Several recent policy optimization methods, such as DPO and SLiC, serve as promising alternatives to the traditional Reinforcement Learning from Human Feedback (RLHF) approach. In practice, human feedback often comes in a format of a ranked list over multiple responses to amortize the cost of reading prompt. Multiple responses can also be ranked by reward models or AI feedback. There lacks such a thorough study on directly fitting upon a list of responses. In this work, we formulate the LM alignment as a \textit{listwise} ranking problem and describe the LiPO framework, where the policy can potentially learn more effectively from a ranked list of plausible responses given the prompt. This view draws an explicit connection to Learning-to-Rank (LTR), where most existing preference optimization work can be mapped to existing ranking objectives. Following this connection, we provide an examination of ranking objectives that are not well studied for LM alignment with DPO and SLiC as special cases when list size is two. In particular, we highlight a specific method, LiPO-λ\lambda, which leverages a state-of-the-art \textit{listwise} ranking objective and weights each preference pair in a more advanced manner. We show that LiPO-λ\lambda can outperform DPO variants and SLiC by a clear margin on several preference alignment tasks with both curated and real rankwise preference data.