Triage Score: A Counterfactual Risk Assessment Instrument (SIMONS-ECON)
39:56LLM-Guided Reinforcement Learning for Mastery Learning: Large-Scale Field Evidence (SIMONS-ECON)
35:06Non-parametric Causal Inference in Dynamic Thresholding Designs (SIMONS-ECON)
30:21Agreement and Alignment for Human-AI Collaborative Decision Making (SIMONS-ECON)
45:21Human Values in Clinical Algorithms, Old and New (SIMONS-ECON)
38:46When Prediction Becomes Policy: What Do Risk Models Actually Learn? (SIMONS-ECON)
33:31Evaluating Probabilistic Decision Making by LLMs: A Decision-Theoretic Framework and Application (SIMONS-ECON)
32:16Algorithmic UDAP (SIMONS-ECON)
32:13Operational Dosage: The Impact of Capacity Constraints on RCT Evaluation (SIMONS-ECON)
35:01The Role of Standardized Tests in Admissions: Predictions vs. Decisions (SIMONS-ECON)
33:37Individual Gaps in Prediction Generalization (SIMONS-ECON)
30:41Beyond Prediction Performance: How Modeling Decisions Shape Fairness Outcomes in Statistical Profiling (SIMONS-ECON)
27:56The Feedback Loop of Statistical Discrimination (SIMONS-ECON)
32:03Decision Theoretic Foundations for Human-AI Collaboration (SIMONS-ECON)
31:01Evaluation Design (SIMONS-ECON)
29:16Recommendation in Equilibrium for the NYC High School Match (SIMONS-ECON)
32:51Automating the US Welfare State: Historical Experiments in Technological Federalism (SIMONS-ECON)
35:41On Machine Learning for Prediction and Prioritization in the Allocation of Scarce Societal Resources (SIMONS-ECON)
35:26Agreement and Alignment for Human-AI Collaborative Decision Making (SIMONS-ECON)
This lecture explores human-AI collaboration in decision-making, leveraging Aumann’s classical agreement theorem to understand how humans and AI models can achieve better outcomes together.
Aaron Roth (University of Pennsylvania)
Bridging Prediction and Intervention Problems in Social Systems
As AI models become increasingly powerful, it is an attractive proposition to use them in important decision making pipelines, in collaboration with human decision makers. But how should a human being and a machine learning model collaborate to reach decisions that are better than either of them could achieve on their own? If the human and the AI model were perfect Bayesians, operating in a setting with a commonly known and correctly specified prior, Aumann’s classical agreement theorem would give us one answer: they could engage in conversation about the task at hand, and their conversation would be guaranteed to converge to (accuracy-improving) agreement. This classical result however would require making many implausible assumptions, both about the knowledge and computational power of both parties. We show how to recover similar (and more general) results using only computationally and statistically tractable assumptions, which substantially relax full Bayesian rationality. In the second part of the talk, we go on to consider a more difficult problem: that the AI model might be acting at least in part to advance the interests of its designer, rather than the interests of its user, which might be in tension. We show how market competition between different AI providers can mitigate this problem assuming only a mild “market alignment” assumption — that the user’s utility function lies in the convex hull of the AI providers utility functions — even when no single provider is well aligned. In particular, we show that in all Nash equilibria of the AI providers under this market alignment condition, the user is able to advance her own goals as well as she could have in collaboration with a perfectly aligned AI model.
Non-parametric Causal Inference in Dynamic Thresholding Designs (SIMONS-ECON)
Next · Lecture 5Human Values in Clinical Algorithms, Old and New (SIMONS-ECON)
