Global Sensitivity Analysis for Engineering Design Based on Individual Conditional Expectations
Pramudita Satria Palar, Paul Saves, Rommel G. Regis, Koji Shimoyama, Shigeru Obayashi, Nicolas Verstaevel, Joseph Morlier

TL;DR
This paper introduces an ICE-based global sensitivity metric that better captures variable interactions in engineering models, outperforming traditional PDP-based methods and providing richer interpretability.
Contribution
It proposes a novel ICE-based sensitivity measure that accounts for interactions, with mathematical validation and comparative evaluation against existing techniques.
Findings
ICE-based sensitivity captures interactions more effectively.
The method outperforms PDP, SHAP, and Sobol' indices in benchmarks.
Visualizations from ICE, PDP, and SHAP complement each other.
Abstract
Explainable machine learning techniques have gained increasing attention in engineering applications, especially in aerospace design and analysis, where understanding how input variables influence data-driven models is essential. Partial Dependence Plots (PDPs) are widely used for interpreting black-box models by showing the average effect of an input variable on the prediction. However, their global sensitivity metric can be misleading when strong interactions are present, as averaging tends to obscure interaction effects. To address this limitation, we propose a global sensitivity metric based on Individual Conditional Expectation (ICE) curves. The method computes the expected feature importance across ICE curves, along with their standard deviation, to more effectively capture the influence of interactions. We provide a mathematical proof demonstrating that the PDP-based sensitivity…
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