Beyond Consensus: Mitigating the Agreeableness Bias in LLM Judge Evaluations
- URL: http://arxiv.org/abs/2510.11822v1
- Date: Mon, 13 Oct 2025 18:19:23 GMT
- Title: Beyond Consensus: Mitigating the Agreeableness Bias in LLM Judge Evaluations
- Authors: Suryaansh Jain, Umair Z. Ahmed, Shubham Sahai, Ben Leong,
- Abstract summary: New Large Language Models (LLMs) become available every few weeks, and modern application developers confront with the unenviable task of deciding if they should switch to a new model.<n>We show that while LLMs can identify valid outputs with high accuracy, they are remarkably poor at identifying invalid ones.<n>We introduce an optimal minority-veto strategy that is resilient to missing data and mitigates this bias to a large extent.
- Score: 0.20027036140258694
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: New Large Language Models (LLMs) become available every few weeks, and modern application developers confronted with the unenviable task of having to decide if they should switch to a new model. While human evaluation remains the gold standard, it is costly and unscalable. The state-of-the-art approach is to use LLMs as evaluators ( LLM-as-a-judge), but this suffers from a critical flaw: LLMs exhibit a strong positive bias. We provide empirical evidence showing that while LLMs can identify valid outputs with high accuracy (i.e., True Positive Rate 96%), they are remarkably poor at identifying invalid ones (i.e., True Negative Rate <25%). This systematic bias, coupled with class imbalance, often leads to inflated reliability scores. While ensemble-based methods like majority voting can help, we show that they are not good enough. We introduce an optimal minority-veto strategy that is resilient to missing data and mitigates this bias to a large extent. For scenarios requiring even higher precision, we propose a novel regression-based framework that directly models the validator bias using a small set of human-annotated ground truth data. On a challenging code feedback task over 366 high-school Python programs, our regression approach reduces the maximum absolute error to just 1.2%, achieving a 2x improvement over the best-performing ensemble of 14 state-of-the-art LLMs.
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