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Marginal Coordinate Test for Fréchet Regression with Random Objects
We develop a marginal coordinate test for regression with Euclidean predictors and a random-object response in a separable metric space. The goal is to test whether a predictor provides additional information about the response conditional on the remaining predictors. In a semi-supervised design, an unlabeled sample is used to estimate predictor conditional means, while an independent labeled sample is reserved for inference. The resulting residuals are combined with a product-space kernel to form a kernel conditional mean dependence (KCMD) U-statistic without requiring a response residual. Th
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- arXiv · AI, language, vision and robotics · 2026-08-31T11:48:12.000Z
First collected: 2026-09-21T07:01:58.596Z. This is not the publication date.