Propose to Learn, Learn to Propose: Evaluability-Aware Assistance under Bounded Rationality

📅 2026-09-02
📈 Citations: 0
Influential: 0
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🤖 AI Summary
研究针对有界理性下的评估意识提案规划问题,提出ProSE模型及ProSE-Plan方法,通过考虑用户评估成本来优化AI助手的提案质量。
📝 Abstract
AI assistants often collaborate by proposing candidate edits, plans, or designs that users evaluate before adoption. Existing assistance methods focus on proposal quality or user-goal inference, often assuming that the user can reliably evaluate any proposal, which can fail in practice because of bounded rationality. We study evaluability-aware proposal planning, where proposals serve both as task interventions and as probes for learning latent preferences and evaluation constraints, where the resulting belief updates then guide later proposals. We formalise this setting as ProSE, a hidden-parameter sequential assistance problem, and instantiate it with a KL-regularised bounded-rational binary response model in which acceptance trades off value gain against a distance-dependent evaluability penalty. Analysing the planning consequence of this likelihood reveals that likely accepted proposals and informative probes need not coincide, which explains why planners that only pursue acceptance systematically underperform. We operationalise ProSE with \textsc{ProSE-Plan}, a depth-2 Bayes-adaptive planner that scores proposals by possible responses and response-induced posterior beliefs. In controlled graph simulations, \textsc{ProSE-Plan} improves over evaluability-unaware and myopic baselines when evaluation cost is the bottleneck, and a probe-commit ablation confirms that our approach selects informative proposals that simpler methods miss. Our results thus identify user evaluability as a planning-relevant dimension of AI assistance, complementary to generation quality and preference inference.
Problem

Research questions and friction points this paper is trying to address.

Evaluability-Aware
Bounded Rationality
Assistance
Preference Learning
Proposal Planning
Innovation

Methods, ideas, or system contributions that make the work stand out.

Evaluability-aware
Bounded Rationality
ProSE-Plan
Bayes-adaptive Planning
KL-regularised