MLLGAPMar 14

When Should Humans Step In? Optimal Human Dispatching in AI-Assisted Decisions

arXiv:2603.1368834.61 citationsh-index: 2
Predicted impact top 48% in ML · last 90 daysOriginality Incremental advance
AI Analysis

This addresses the practical challenge of efficiently integrating human oversight into AI-assisted decision-making systems, with incremental improvements in computational efficiency.

The paper tackles the problem of optimally allocating limited human effort to correct AI-generated assessments, proposing a decision-theoretic framework that reduces policy design to reward estimation. In an AI-assisted peer review application, their approach achieves performance comparable to full human review while using only 20-30% of human information.

AI systems increasingly assist human decision making by producing preliminary assessments of complex inputs. However, such AI-generated assessments can often be noisy or systematically biased, raising a central question: how should costly human effort be allocated to correct AI outputs where it matters the most for the final decision? We propose a general decision-theoretic framework for human-AI collaboration in which AI assessments are treated as factor-level signals and human judgments as costly information that can be selectively acquired. We consider cases where the optimal selection problem reduces to maximizing a reward associated with each candidate subset of factors, and turn policy design into reward estimation. We develop estimation procedures under both nonparametric and linear models, covering contextual and non-contextual selection rules. In the linear setting, the optimal rule admits a closed-form expression with a clear interpretation in terms of factor importance and residual variance. We apply our framework to AI-assisted peer review. Our approach substantially outperforms LLM-only predictions and achieves performance comparable to full human review while using only 20-30% of the human information. Across different selection rules, we find that simpler rules derived under linear models can significantly reduce computational cost without harming final prediction performance. Our results highlight both the value of human intervention and the efficiency of principled dispatching.

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