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Rectify Evaluation Preference: Improving LLMs’ Critique on Math Reasoning via Perplexity-aware Reinforcement Learning

AAAI 2026 · Large language models › Reasoning and chain of thought · approach: RL with verifiable rewards for reasoning · 0 citations (OpenAlex)

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Proposes perplexity-aware GRPO, which rescales advantages by solution perplexity and uses class-level loss aggregation, to correct LLMs' imbalanced evaluation preference when critiquing math solutions.

Problem

LLM critics for multi-step math reasoning are unreliable; they judge lower-perplexity solutions as correct and show imbalanced evaluation preference, especially when judging solutions from other models.

Approach

Use perplexity as a modulation signal in GRPO advantages: upweight high-perplexity predicted-correct and low-perplexity predicted-wrong samples (counter-preference trajectories), and aggregate loss separately per ground-truth class.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: MATH train MATH test ProcessBench

Benchmarks: OPS ProcessBench

Metrics: accuracy balance indicator (FPR minus FNR) F1 on error localization

Baselines: SFT Vanilla GRPO DrGRPO

Builds on: GRPO Dr.GRPO VeRL ProcessBench

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