Conformal e-prediction

📅 2020-01-16
🏛️ Pattern Recognition
📈 Citations: 2
Influential: 0
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🤖 AI Summary
Conformal prediction (CP) relies on p-values and distributional assumptions, limiting its flexibility and robustness—especially in small-sample or non-stationary settings. Method: This paper introduces conformal e-prediction (CEP), a novel framework that replaces p-values with e-values within the CP paradigm, enabling model-free calibration at arbitrary confidence levels under exchangeability and sequential prediction theory. CEP supports composable, cumulative online inference without parametric assumptions. Contribution/Results: We formalize conditional and cross-conformal e-predictors and establish their statistical validity via rigorous theoretical guarantees. Empirically, CEP demonstrates superior robustness and adaptability under limited data and distribution shift. By decoupling uncertainty quantification from p-value-based hypothesis testing, CEP provides a more flexible, scalable, and assumption-light foundation for trustworthy AI systems.
Problem

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

Compares conformal e-prediction and conformal prediction methods
Explores advantages of conformal e-prediction over conformal prediction
Examines validity and design ease of conditional e-predictors
Innovation

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

Replaces p-values with e-values for prediction
Simplifies design of conditional predictors
Ensures validity in cross-conformal methods
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