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Research map / Label-efficient and robust learning / Noisy labels

Active Heteroscedastic Regression

ICML 2017 · Label-efficient and robust learning › Noisy labels · approach: Loss correction and noise robustness theory · 9 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
use weighted least squares instead of ordinary least squares, noise model knownPassive regression · Heteroscedastic linear regression, Gaussian x (theory, simulations)estimation error bound: ||f*||^2 d/n -> ||f*||^2 (1/n + d^2/n^2)Helped
use active selection of low-noise instances instead of passive sampling, noise model knownWeighted least squares · Heteroscedastic linear regression, Gaussian x (theory, simulations)estimation error bound: ||f*||^2 (1/n + d^2/n^2) -> ||f*||^2 (1/n + d^2/n^4)Helped
estimate noise model f* then use weighted least squares, instead of ordinary least squaresPassive regression · Heteroscedastic linear regression, Gaussian x (theory, simulations)estimation error bound: ||f*||^2 d/n -> ||f*||^2 d ln^4 n / nNo clear effect
add active selection of low-noise instances with estimated noise model, instead of passive weightedTwo-stage active regression · Heteroscedastic linear regression, Gaussian x (theory, simulations)estimation error bound: ||f*||^2 d/n -> ||f*||^2 (1/n + d^2/n^2)Helped
use estimated weights with offset gamma=0 instead of offset sqrt(d/n) (ablation)Weighted least squares with estimated f · Heteroscedastic linear regression, Gaussian x (theory, simulations)estimation error: error scales as O(d^3/n)Hurt
more unlabeled data m beyond n^2 when noise model estimatedActive regression with estimated noise · Heteroscedastic linear regression, Gaussian x (theory, simulations)estimation error boundNo clear effect
use active learning with noise estimation instead of ordinary least squaresActive regression (Alg 4) · WINE QUALITYtest RMSEHelped
use active learning with noise estimation instead of ordinary least squaresActive regression (Alg 4) · MSDtest RMSEHelped
use weighted least squares with estimated weights instead of ordinary least squaresPassive regression (Alg 3) · WINE QUALITYtest RMSEHelped

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