We extend the standard Principal-Agent framework to scenarios where the Agent selects from a suite of technologies, each characterized by a distinct cost-capability profile. This framework is increasingly critical in the era of Large Language Models (LLMs), where Agents choose both a model and an associated effort level (e.g., token budget). We model the relationship between output quality and effort as a concave, saturating function, which depends on the Agent's hidden two-dimensional action choice balancing technology selection and effort allocation. We derive the optimal linear contract for the Principal, demonstrating that the Agent's best response is characterized by a threshold reward share that triggers technology switching. Finally, we calibrate our model using open-weight LLM pairings across the MATH and MMLUPro benchmarks. We show that both Principal and Agent, when employing bandit algorithms to navigate this environment, converge to strategies that closely align with our theoretical equilibrium. These results suggest that simple linear contracts can effectively incentivize complex, technology-aware delegation in agentic workflows.
A framework for mechanism design with AI agents whose alignment (preferences) and capabilities (feasible actions and information) are unknown is developed and applied to stylized examples of sandbagging and an alignment--interpretability trade-off.
Dirk Bergemann, Andrew Koh, S. Morris· 0 citations
The myopic escalation threshold is derived in closed form, characterise the optimal policy via dynamic programming, and it is proved that the optimal policy is a time-varying threshold with no shape assumption on the raw signal.
CREDIT (Counterfactual Replay for Evidence-Driven Information Transfer), a mechanism-aligned multi-agent prompt-optimization algorithm that uses matched hidden-state twins and total-action replay to reward robust causal contribution rather than query frequency is introduced.
We study repeated contract design when a principal observes outcomes but not the actions that generate them. The principal may use any bounded outcome-contingent payment vector, and the agent's best response can make expected profit discontinuous in those payments. For every fixed number $m\ge2$ of outcomes, the minima...
This paper introduces and studies a Principal-Agent competition model in which two risk-neutral Principals compete to hire a single Agent. The Agent chooses to work exclusively for one Principal, making the Agent's reservation utility endogenous, as it is determined by the competing offers. We characterize the Nash equ...
L. Bricen͂o-Arias, Nicolás Hernández-Santibáñez, Vicente Moreno-Garrido· 0 citations
We introduce and study an online variant of the multi-agent contract model. In our model, agents arrive one-by-one and are active with a certain probability. Upon arrival of agent $i$, the principal offers a linear contract $\alpha_i$, specifying the fraction of the principal's reward transferred to agent $i$. Agents c...
Paul Dütting, Michal Feldman, Yoav Gal-Tzur et al.· 0 citations
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