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ICLR2025顶会

Unintentional Unalignment: Likelihood Displacement in Direct Preference Optimization

Noam Razin, Sadhika Malladi, Adithya Bhaskar, Danqi Chen, Sanjeev Arora, Boris Hanin

出版方
2025年份
44顶会引用

摘要

Direct Preference Optimization (DPO) and its variants are increasingly used for aligning language models with human preferences. Although these methods are designed to teach a model to generate preferred responses more frequently relative to dispreferred responses, prior work has observed that the likelihood of preferred responses often decreases during training. The current work sheds light on the causes and implications of this counterintuitive phenomenon, which we term likelihood displacement. We demonstrate that likelihood displacement can be catastrophic, shifting probability mass from preferred responses to responses with an opposite meaning. As a simple example, training a model to prefer No over Never can sharply increase the probability of Yes. Moreover, when aligning the model to refuse unsafe prompts, we show that such displacement can unintentionally lead to unalignment, by shifting probability mass from preferred refusal responses to harmful responses (e.g., reducing the refusal rate of Llama-3-8B-Instruct from 74.4% to 33.4%). We theoretically characterize that likelihood displacement is driven by preferences that induce similar embeddings, as measured by a centered hidden embedding similarity (CHES) score. Empirically, the CHES score enables identifying which training samples contribute most to likelihood displacement in a given dataset. Filtering out these samples effectively mitigated unintentional unalignment in our experiments. More broadly, our results highlight the importance of curating data with sufficiently distinct preferences, for which we believe the CHES score may prove valuable. 1 Published as a conference paper at ICLR 2025 Tokens Increasing Most in Probability Model y + y - π θ (y + |x) Decrease Benign Catastrophic OLMo-1B Yes No 0.69 (0.96 → 0.27) Yes, yes -No Never 0.84 (0.85 → 0.01) No Yes, Yes, yes Gemma-2B Yes No 0.22 (0.99 → 0.77) Yes, yes -No Never 0.21 (0.65 → 0.44) no, No yes, Yeah Llama-3-8B Yes No 0.96 (0.99 → 0.03) yes, yes, Yes -Sure Yes 0.59 (0.98 → 0.39) sure, Sure Maybe, No, Never

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