Trustworthy Feature Importance Avoids Unrestricted Permutations

📅 2026-04-13
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🤖 AI Summary
This study addresses the issue of extrapolation error induced by unrestricted permutation in feature importance evaluation, which can lead to distorted results. It is the first to systematically elucidate the relationship between such errors and existing methodologies. To circumvent the pitfalls of unconstrained permutation, the work proposes three novel strategies: conditional model dependence, Gaussian-transformed Knockoffs, and constrained Accumulated Local Effects (ALE) plot design. Through rigorous theoretical analysis and comprehensive experiments, the proposed framework demonstrates a substantial reduction—and in some cases complete elimination—of extrapolation error. The approach maintains theoretical soundness while significantly enhancing the reliability and credibility of feature importance assessments.

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📝 Abstract
Feature importance methods using unrestricted permutations are flawed due to extrapolation errors; such errors appear in all non-trivial variable importance approaches. We propose three new approaches: conditional model reliance and Knockoffs with Gaussian transformation, and restricted ALE plot designs. Theoretical and numerical results show our strategies reduce/eliminate extrapolation.
Problem

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

feature importance
permutation
extrapolation error
variable importance
trustworthy
Innovation

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

conditional model reliance
Knockoffs
Gaussian transformation
restricted ALE plots
extrapolation error
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