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Learning to Make Adherence-aware Advice

ICLR 2024 · Reinforcement learning › Visual and representation RL · approach: Inferring decision-making from behavior · 2 citations (OpenAlex)

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Models human-AI advice-giving as an MDP where the human's adherence level and a defer option let the machine advise only at critical states, and gives UCB and reward-free exploration algorithms with improved sample complexity over problem-agnostic RL.

Problem

Human-AI decision support where humans may ignore AI advice (unknown adherence level) and AI should advise selectively rather than at every step.

Approach

Model the human as following a suboptimal policy with a probabilistic adherence level, augment the machine's action space with a defer option, and exploit the structure (monotonicity in adherence, reward-free exploration) to derive tailored learning algorithms with tighter sample complexity bounds than generic RL, plus a penalty beta (or CMDP budget D) to make advice pertinent.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use the adherence-aware UCB-AD algorithm instead of problem-agnostic RLLearning an advice policy in Environment E1 · Flappy BirdregretHelped
Increase adherence from θ(a,s)≡0.4 to θ(a,s)≡0.8UCB-AD · Flappy Bird, Policy Greedy and Policy SaferegretHelped
Use RFE-CMDP instead of UC-CFHAdvice-budget-constrained learning · Flappy Bird, Policy Safe, D = 1convergence rateHelped
Use the transition kernel learned with advice budget D = 1 to produce policies for other budgetsRFE-CMDP · Flappy Bird, advice budgets D = 2, 3, 4, and 5near-optimal policy performanceHelped
Use one exploration phase to support policies for all advice budgets rather than rerunning for each budgetRFE-CMDP compared with UC-CFH · Flappy Bird, multiple advice budgetssample efficiencyHelped

Limitations

Experimental setup

Benchmarks: Flappy Bird grid environment Car Driving environment

Metrics: regret value gap

Baselines: EULER UC-CFH

Builds on: UCB-based episodic RL (EULER) RF-Express reward-free exploration UC-CFH constrained MDP algorithm

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