Summary
The commonly used preference alignment approach involves training a reward model and optimizing the output of the LLM against this reward model. The effectiveness of the reward model directly impacts the preference alignment. Recently, some studies have attempted to improve reward models through the use of a reward model ensemble technique, which can help avoid the phenomenon of reward hacking. This paper further explores the use of the reward model ensemble in preference alignment and presents some insightful conclusions based on experiments in the summarization and dialogue tasks.
Reasons to accept
1. This paper is easy to read, and the conclusions are clear. This paper explores RM ensemble through reinforcement learning and re-ranking, and evaluates the effects of the data distribution and reward model type.
2. Building high-quality reward signals for preference alignment training is crucial. This paper can help in understanding the reward behavior and better constructing the reward ensemble, thus outputting higher-quality reward signals for the preference alignment.
Reasons to reject
1. As shown in Table 1, although T5-XXL can outperform the best T5-XL model on each task, using the win-rate computed by T5-XXL as an evaluation metric for each task is inadequate. One concern is that T5-XXL exhibits a significant amount of reward hacking behavior, similar to that of the previously used reward models, such as T5-Large and T5-XL. Therefore, it is recommended to also use other metrics (e.g., BARTScore and GPT-4 Win Rate) to further evaluate the policy model.
2. Given OpenAI's reward scaling law, one might wonder if a larger reward model could effectively mitigate reward hacking. It raises a natural question: Is it more beneficial to use a larger reward model, or consider an ensemble of smaller reward models? Furthermore, what would be the impact of introducing more larger reward model into the reward model collection for ensembling? However, these questions are not discussed in this paper.
3. The reward model ensemble discussed in this paper overlooks a significant issue: the differences in score margins between the reward models intended for ensembling. These differences can lead to error results for the reward model ensemble. For instance, consider two samples, a and b. The first reward model assigns scores of -5 and -6, respectively, while the second reward model assigns scores of 3 and 20, respectively. When applying the reward ensemble for re-ranking, the negative score assigned by the first reward model to sample b can be easily overlooked. However, we cannot guarantee that the margin measure is consistent across all reward models. There is a possibility that the first reward model deems sample b to be significantly inferior to sample a, despite only a one-point difference in their scores.
Questions to authors
1. This seems to be a typing error in the sentence: “PALM-2 on the two possible orderings....”
2. Have you tried using list-wise data to train the reward models? If so, is this phenomenon the same as with pair-wise data?
3. Has the reward score of each reward model been normalized or undergone other preprocessing steps?