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Exact Risk Ratios for Weighted Data Selection in Linear Regression
GZ

Guangjian Zhang

· 1 min read

ResearcharXiv cs.LG

Exact Risk Ratios for Weighted Data Selection in Linear Regression

arXiv:2608.28007v2 Announce Type: replace Abstract: How much data must a fixed learner retain? Hanneke, Moran, Shlimovich and Yehudayoff (COLT 2025) posed this question for linear regression with the minimum-norm empirical risk minimizer. A selector sees a finite dataset $D\subseteq R^d\times R$, keeps at most $n$ examples with nonnegative weights, and $F_w(d,n)$ is the worst-case ratio between the full-data loss of the trained predictor and the optimal loss. The value is $\infty$ for $n

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