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One Token to Fool LLM-as-a-Judge

About

Large language models (LLMs) are increasingly trusted as automated judges, assisting evaluation and providing reward signals for training other models, particularly in reference-based settings like Reinforcement Learning with Verifiable Rewards (RLVR). However, we uncover a critical vulnerability even in this reference-based paradigm: generative reward models are systematically susceptible to reward hacking. We find that superficial inputs, which we term ''master keys'' such as non-word symbols (e.g., '':'' or ''.'') or generic reasoning openers (e.g., ''Thought process:'' or ''Let's solve this problem step by step.''), can consistently elicit false positive rewards without any substantive reasoning. Our systematic evaluation demonstrates this is a widespread failure affecting a diverse range of models, including leading proprietary systems such as GPT-o1 and Claude-4. These results challenge the assumed robustness of LLM judges and pose a significant threat to their reliability. To address this, we propose a simple yet effective data augmentation strategy using truncated model outputs as adversarial negative examples. The resulting Master Reward Models (Master-RMs) demonstrate state-of-the-art robustness against these ''master key'' attacks while maintaining high performance in standard evaluation settings. We supplement these findings with a comprehensive analysis of the vulnerability across model scales, prompt variations, and common inference-time strategies, offering insights to guide future research on robust LLM evaluation. We release our robust, general-domain reward models and the synthetic training data at https://huggingface.co/sarosavo/Master-RM and https://huggingface.co/datasets/sarosavo/Master-RM.

Yulai Zhao, Haolin Liu, Dian Yu, Sunyuan Kung, Meijia Chen, Haitao Mi, Dong Yu• 2025

Related benchmarks

TaskDatasetResultRank
Robustness EvaluationAIME
FPR0.00e+0
20
Robustness EvaluationGSM8K
FPR (%)0.00e+0
20
Robustness EvaluationMultiRLVR
FPR (%)0.02
20
Robustness EvaluationMATH
FPR (%)0.00e+0
20
Verifiable JudgingVerifyBench (full)
Accuracy95.15
19
Verifiable JudgingVerifyBench Hard
Accuracy86.8
19
LLM Judging AgreementReasoning Agreement Benchmark 2,500 samples
Parsing Success Rate100
15
LLM Judging AgreementReasoning Agreement Benchmark 500-sample human-annotated
Cohen's Kappa0.9
15
Reasoning Correctness EvaluationRLVR Multi-subject
Average FPR (%)0.00e+0
12
Reasoning Correctness EvaluationNaturalReasoning
Average FPR0.7
12
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