Conformal Robustness in Prediction-Driven Decision-Making

📅 2026-09-19
📈 Citations: 0
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🤖 AI Summary
研究通过分布自由的保形校准方法,将固定点预测器转换为决策相关的不确定性表示,以解决预测驱动决策系统中的不确定性问题。
📝 Abstract
Modern prediction-driven decision systems often rely on black-box predictors, but a point forecast alone does not provide the uncertainty scale required for robust downstream decision-making. We build a score-calibrated robustness framework that converts any fixed point predictor into a decision-relevant uncertainty representation through distribution-free conformal calibration. We use the conformal score, rather than a particular uncertainty set, as the primitive unit of robustness. The same score determines coverage-calibrated uncertainty sets for reliability-based robust optimization and normalizes target violations in a target-oriented formulation, Conformal Robust Satisficing. This formulation induces a conformal fragility measure that quantifies how rapidly performance deteriorates as the realized parameter departs from the forecast on the conformal score scale. For objective-uncertainty problems under standard convexity and duality conditions, we show that the reliability-based and target-oriented formulations parameterize the same score-calibrated robust decision frontier. This equivalence yields a data-driven mapping between reliability levels and acceptable targets and characterizes the marginal cost of robustness. Synthetic experiments validate the theoretical guarantees and illustrate the reliability-target correspondence. A real-data online-grocery case study demonstrates how the interface combines deep-learning demand forecasts with tractable inventory optimization, thereby improving reliability and reducing operational costs. Overall, our work shows that conformal scores endow fixed black-box predictors with an interpretable uncertainty scale for downstream decision-making while enabling reliability guarantees, acceptable-target selection, and fragility analysis within a unified framework.
Problem

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

Conformal Robustness
Uncertainty Scale
Decision-Making
Black-Box Predictors
Reliability
Innovation

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

conformal calibration
robustness framework
uncertainty representation
reliability-based optimization
target-oriented formulation
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Lingjie Zhao
Department of Industrial Engineering, Tsinghua University, Beijing 100084, China
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Hansheng Jiang
Rotman School of Management, University of Toronto, Toronto, Ontario M5S 3E6, Canada
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