cs.AIMay 9, 2026

When Can Human-AI Teams Outperform Individuals? Tight Bounds with Impossibility Guarantees

Authors: Dongxin GuoJikun WuSiu-Ming Yiu

Organizations: The University of Hong Kong, Hong Kong, China · Stellaris AI Limited, Hong Kong, China · Brain Investing Limited, Hong Kong, China

Abstract

Human-AI teams fail to outperform their best member in 70% of studies, yet no theory specifies when complementarity is achievable. We derive tight bounds for the broad class of confidence-based aggregation rules by integrating signal detection theory with information-theoretic analysis, yielding four results: (1) a complementarity theorem (teams outperform individuals iff error correlation ρHM<ρρ_{HM} < ρ^*, with ρaρ^* \approx a in the symmetric near-chance regime); (2) minimax bounds showing gains scale as Θ(Δd)Θ(\sqrt{Δd}) with metacognitive sensitivity difference; (3) an impossibility result proving no confidence-based aggregation rule achieves complementarity when ρHMρρ_{HM} \geq ρ^*; and (4) multi-class generalization ρKρ/K1ρ^*_K \approx ρ^*/\sqrt{K-1}. Predictions match observed team accuracy (R=0.94R = 0.94 on ImageNet-16H, R=0.91R = 0.91 on CIFAR-10H) and the multi-class threshold scaling holds on human data (R=0.93R = 0.93, K=16K = 16), with robustness under non-Gaussian distributions. The framework explains why complementarity is rare and provides actionable design formulas; results apply to aggregation, not to interactive deliberation that generates novel answers.

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