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Distribution-Calibrated Inference Time Compute for Thinking LLM-as-a-Judge

ICML 2026 · Large language models › Reasoning and chain of thought · approach: Test-time compute scaling · 0 citations (OpenAlex)

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Proposes a calibrated Bradley-Terry-Davidson aggregator over three-way vote counts (win/tie/loss) from repeated thinking-LLM judge samples, fit by DRPS and decided by an MAE-optimal Bayes rule, outperforming self-consistency variants on WMT23 and RewardBench 2.

Problem

Single-sample thinking-LLM judgments for pairwise preferences are noisy, and common aggregation rules (majority vote, soft self-consistency, LLM-based self-aggregation) handle ties poorly and ignore evidential strength when aggregating multiple samples.

Approach

Model the three-way vote counts with a Davidson-style multinomial logit using a polarity feature (log ratio of non-tie votes) and a tie-evidence feature, fit the parameters by minimizing discrete ranked probability score on a small (~5%) calibration set, then output the action minimizing expected MAE.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: WMT23 zh-en WMT23 en-de RewardBench 2 Factuality RewardBench 2 Focus RewardBench 2 Math RewardBench 2 Precise IF RewardBench 2 Safety RewardBench 2 Ties

Benchmarks: WMT23 RewardBench 2

Metrics: MAE pairwise accuracy

Baselines: Greedy decoding Few-shot Self-Consistency Soft Self-Consistency Confidence-Informed Self-Consistency Generative Self-Aggregation Universal Self-Consistency

Builds on: Self-Consistency Bradley-Terry-Davidson Universal Self-Consistency Generative Self-Aggregation Confidence-Informed Self-Consistency

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