The Principal-Agent Alignment Problem in Artificial Intelligence (PhD dissertation)
Dylan Jasper Hadfield-Menell · 2021 · UC Berkeley (PhD, Computer Science; Russell & Dragan co-chairs) background medium priority coded
Main argument
Thesis (three parts): (1) incomplete or incorrect incentive specification creates a value alignment problem between principal(s) and system - formally: with an incomplete preference model, misalignment is PERSISTENT (suboptimal actions with positive probability indefinitely), and optimizing any fixed incomplete proxy representation leads to arbitrarily large utility losses under shared resources (general conditions given); dynamic incentive protocols and impact minimization are theoretical remedies; (2) the problem is approached by systems RESPONSIVE TO UNCERTAINTY about the principal's true unobserved goal - uncertainty creates incentives to seek supervision and enables Bayesian learning over true utility functions from observed proxies; (3) alignment problems are cooperative ASSISTANCE GAMES (CIRL - cooperative inverse RL), computationally akin to POMDPs, modeling the principal's strategic/pedagogic behavior - pedagogical equilibria beat imitation learning, and robustness to principal strategy-variation is required.
Why it matters here
The technical dissertation behind CIRL/assistance games and the principal-agent framing the whole field (Gabriel 2020 included) builds on: incomplete incentives CREATE misalignment structurally; uncertainty about the principal's true goal is the remedy; alignment is a cooperative game. For the dissertation: the economic principal-agent frame is also a RESPONSIBILITY frame (delegation, divergent incentives, oversight) - the formal skeleton of the delegated-agency cases.
Reading notes
Targeted treatment: abstract + thesis statement + chapter map read (dissertation; technical chapters skimmed). The formal results most cited elsewhere: incomplete preference models yield PERSISTENT misalignment (suboptimal actions with positive probability indefinitely); optimizing any fixed incomplete proxy yields arbitrarily large utility losses (the formal Goodhart result); CIRL/assistance games with pedagogic equilibria.
Hadfield-Menell, D. J. (2021). The Principal-Agent Alignment Problem in Artificial Intelligence (Doctoral dissertation). UC Berkeley.