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Ridge Regression and Provable Deterministic Ridge Leverage Score Sampling

NeurIPS 2018 · Learning theory and algorithms › Matrix and tensor methods · approach: Low-rank approximation theory · 3 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace the full feature matrix with the DRLS-selected column subset for ridge regressionRidge regression on LGG multi-omic data · LGG simulated outcomes, σ²=10^-3, 10^0, and 10^3risk ratio R(yhat_C) / R(yhat_A): 0.99No clear effect
Select columns deterministically by ridge leverage score, retaining 1512 columnsLGG multi-omic feature matrix · LGG multi-omic data, k=3, ε=0.1selected columns: 1512Helped
Use DRLS column sampling for rank-k projection-cost preservationDRLS · Any rank k orthogonal projectionprojection costHelped
Use DRLS column sampling for column subset selectionDRLS · Rank-k matrix approximationsquared Frobenius approximation errorHelped

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