🤖 AI Summary
This work addresses whether domain specialization in large language model evaluation should be embedded within evaluator weights or leveraged to modulate judgmental trust. The authors propose situating domain adaptation within an auditable deferred decision boundary rather than in the evaluator’s parameters. Through large-scale experiments comparing domain-specific LoRA evaluators against a shared base evaluator augmented with a correctness-head-driven routing mechanism, they demonstrate the superiority of the latter approach. Their method integrates LoRA fine-tuning, a multi-scale model cascade (0.6B–4B–8B), and a rigorous risk-audit framework. Results show that shared initialization improves test accuracy by 19.94 points, while the cascaded configuration achieves 89.40% accuracy at only 0.415× the normalized compute cost—substantially outperforming a standalone 8B model, which attains 84.75% accuracy.
📝 Abstract
Agentic systems have widened the gap between producing candidate outputs and reviewing them. This paper asks a practical architectural question: should domain specialization be built into an evaluator's weights, or into the rule that decides when its judgment can be trusted? We study 99,952 public, rubric-conditioned examples. Supplying the correct rubric improves locked-test accuracy by 2.11 points over a response-only control; replacing it with an unrelated rubric costs 2.66 points. Dividing the same training corpus among eight criterion-family LoRA judges, however, loses 10.05 points and cuts audited coverage at a 5% risk target from 24.44% to 5.43%. Matching the bank's stored capacity with one rank-64 adapter does not reproduce this loss. Nor is the result explained by learning rate or optimizer steps. Initializing the family adapters from a shared, trained judge recovers test accuracy to 76.85%, 19.94 points above scratch training at the same learning rate (95% interval 18.88-21.02). The result changes when specialization governs deferral rather than judgment. On RewardBench 2, learned correctness heads route examples through a 0.6B-4B-8B cascade without changing any reward score. Across 20 locked repartitions, the cascade attains 89.40% accuracy, compared with 84.75% for 8B alone, at 0.415 normalized parameter compute. Every run passes an exact one-sided 95% risk audit; margin-based rules remain near 84.8% accuracy while using at least 0.94 compute. These results suggest a qualified design rule: share the learning of judgment until there is enough data to justify a split, and place domain-specific adaptation in an audited release boundary.