Rethinking Rubric Generation for Improving LLM Judge and Reward Modeling for Open-ended Tasks
Authors: William Shen, Xinchi Qiu, Chenxi Whitehouse, Lisa Alazraki, Shashwat Goel, Francesco Barbieri, Timon Willi, Akhil Mathur, Ilias Leontiadis
Abstract
Recently, rubrics have been used to guide LLM judges in capturing nuanced, multi-dimensional human preferences, and have further been extended as reward signals for reinforcement fine-tuning (RFT). However, open-ended generation typically lacks a unique canonical target, and its evaluation rubrics are latent rather than directly observed. This makes rubric generation under-determined and difficult to control: rubrics often lack coverage, conflate dimensions, misalign preference direction, and contain highly correlated criteria, degrading judge accuracy and producing suboptimal rewards during RFT. We propose RRD, a practical framework for rubric refinement built on a recursive decompose–filter cycle. RRD decomposes coarse rubrics into fine-grained, discriminative criteria, expanding coverage while sharpening separation between responses. A complementary filtering mechanism removes misaligned and redundant rubrics, and a correlation-aware weighting scheme to prevent over-representing highly correlated criteria, yielding rubric sets that are informative, comprehensive, and non-redundant. Empirically, RRD delivers large, consistent gains across all evaluation and training: it improves preference-judgment accuracy on JudgeBench and PPE for both GPT-4o and Llama3.1-405B judges, achieving top performance in all settings with up to +17.7 points on JudgeBench. When used as the reward source for RFT on WildChat, it yields substantially stronger and more stable learning signals, boosting reward by up to 160% (Qwen3-4B) and 60% (Llama3.1-8B) versus ∼10--20% for prior rubric baselines, with gains that transfer to HealthBench-Hard and BiGGen Bench. Overall, RRD establish recursive rubric refinement as a scalable and interpretable foundation for LLM judging and reward modeling in open-ended domains.