Feature Interaction Modeling
Overview
Feature interaction modeling studies how the effect of one input depends on other inputs, allowing models to capture combinations that additive methods miss. It matters in settings such as recommendation, tabular prediction, forecasting, and scientific data analysis, where useful signals may arise from feature combinations rather than individual variables. Common approaches include multiplicative or tensor-based interactions, attention and token mixing, selective interaction layers, and interpretable decompositions using GAMs, ANOVA, or Shapley methods. A central tension is how to recover meaningful higher-order structure without introducing spurious interactions, excessive computation, or explanations that fail under correlated or limited data.
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