TL;DR
This paper introduces the sign estimator, a novel method for aligning large language models that effectively handles heterogeneous human preferences, providing consistent estimates and reducing preference distortion.
Contribution
The paper proposes the sign estimator, a simple, consistent, and efficient approach that improves LLM alignment by replacing cross-entropy with binary classification loss, with proven theoretical guarantees.
Findings
Reduces preference distortion by nearly 35% in simulations.
Decreases disagreement with true preferences from 12% to 8%.
Achieves polynomial finite-sample error bounds in alignment setting.
Abstract
Traditional LLM alignment methods are vulnerable to heterogeneity in human preferences. Fitting a na\"ive probabilistic model to pairwise comparison data (say over prompt-completion pairs) yields an inconsistent estimate of the population-average utility -a canonical measure of social welfare. We propose a new method, dubbed the sign estimator, that provides a simple, provably consistent, and efficient estimator by replacing cross-entropy with binary classification loss in the aggregation step. This simple modification recovers consistent ordinal alignment under mild assumptions and achieves the first polynomial finite-sample error bounds in this setting. In realistic simulations of LLM alignment using digital twins, the sign estimator substantially reduces preference distortion over a panel of simulated personas, cutting (angular) estimation error by nearly 35% and decreasing…
Peer Reviews
Decision·Submitted to ICLR 2026
- [S1] This paper is well-written. - [S2] RLHF has recently become an active and important research field. Improving the preference modeling can be beneficial for LLM alignment. - [S3] The theoretical results and simulated experiments support the proposal well.
- [W1] It is not validated if (1) the sign estimator works in the text preference data in LLMs and (2) can be stable in LLMs finetuning, and (3) the learned preference models benefit RLHF training in LLMs. Also, (4) the title may overstate the contribution ("LLM Alignment" should not be there). - [W2] Cross-entropy training is actually employed to train not only preference classifiers but also scalar reward models (through Bradley-Terry models), and in practice, the reward models play a more im
The paper's strengths are on the theoretical end: - The proposed "sign estimator" is a "drop-in replacement for cross-entropy loss", making it practical to deploy as it "maintain[s] the implementation simplicity of existing LLM alignment pipelines. - The sign estimator provides a simple, provably consistent, and efficient estimator that "recovers consistent ordinal alignment under mild assumptions". - The estimator has strong finite-sample guarantees: It achieves the first "polynomial finite-sam
The paper has several weaknesses on the empirical end: - The motivation seems to be heterogeneity of human preferences, yet the authors do not use real human preferences, despite there being real human preference datasets that can be used to align LLMs (e.g., SHP or StackExchange). This is important because real human preferences have noise and bias that may render the proposed estimator no better than the standard one. Simulated preferences are simply not enough. - The chosen evaluation metrics
- The analysis of estimators' bias look interesting and original. - The empirical evaluation result looks good.
- The writing needs to be significantly improved. - Improper references. For example, Harsanyi's theorem is reference in the second footnote but not in the first foot note. Similarly, the BTL model is not reference in the second paragraph of the first page (or between 129, 130). - $\mathcal{X}$ is said to represent "all (prompt, completion) pairs" in line 119 whereas line 139 samples are drawn from $\mathcal{X}^2$ which implies the pair can have different prompt which is not the commo
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