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Preference learning made easy: Everything should be understood through win rate

ICML 2025 · Learning theory and algorithms › Prediction and decision losses · approach: Ranking models from comparisons · 1 citations (OpenAlex)

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Proves win rate is the only evaluation of a generative model grounded in preference data, uses it to classify preference learning methods as win-rate optimization (WRO) or non-WRO, and tests RLHF, DPO, SFT, and WRO-KL variants empirically with Pythia-2.8b.

Problem

Preference learning lacks a unifying conceptual foundation; it is unclear which evaluations are meaningful under the pairwise preference sampling distribution and how existing alignment methods relate to them.

Approach

Shows that the only evaluation respecting preference-consistency and prevalence-consistency is a (h-)win rate against an anchor distribution, then frames preference learning methods as win rate optimization (WRO) or non-WRO, with win-rate correspondence and consistency as the theoretical benefits of WRO.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
vary h, β, and preference-classifier estimator in WRO-KLWRO-KL · HH and OASSTwin rateMixed
use a perfect preference classifier and lower βWRO-KL · HH and OASSTwin rateNo clear effect
optimize WRO-KL despite practical optimization difficultiesWRO-KL · OASSTwin rateHurt
replace the learned reward model with the oracle preference classifierWRO-logit / RLHF · OASSTwin rateHurt
select checkpoints using win rate rather than DPO lossDPO · preference learningwin rateHelped
increase preference diversity in generations used for SFTSFT on preferred samples · preference learningwin rateHelped
improve optimization successWRO-KL · HH and OASSTtest win rate: 8.27e-5Helped

Surprising findings

Limitations

Experimental setup

Datasets: OpenAssistant (OASST) Anthropic Helpfulness and Harmlessness (HH)

Benchmarks: OASST Anthropic HH

Metrics: win rate over reference model train loss vs. test win rate correlation (Spearman)

Baselines: RLHF DPO SFT on preferred samples IPO

Builds on: RLHF DPO Nash learning from human feedback IPO

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