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Research map / Learning theory and algorithms / Prediction and decision losses

A Lagrangian Duality Approach to Active Learning

NeurIPS 2022 · Learning theory and algorithms › Prediction and decision losses · approach: Active learning and subset selection · 1 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use ALLY with k-means batch diversity instead of the best baselineActive learning · STL-10, budget 200samples needed to reach 97% of final accuracy: 9%Helped
Use ALLY with k-means batch diversity instead of the best baselineActive learning · SVHN, budget 1000samples needed to reach 97% of final accuracy: 8%Helped
Use ALLY with k-means batch diversity instead of the best baselineActive learning · CIFAR-10, budget 200samples needed to reach 97% of final accuracy: 2%Helped
Use ALLY instead of BADGE or BAITActive learning with an MLP · MNISTtest accuracyHurt
Use ALLY instead of Random or CoresetActive learning · Parkinsons Telemonitoring datasetmean-squared errorHelped
Use ALLY instead of Entropy Sampling (ablation)Active learning with redundant training data · STL-10test accuracyHelped
Query multiple samples per batch rather than one sample per cluster (ablation)ALLY · STL-10 with dataset redundancytest accuracyHurt
Increase the number of k-means clusters (ablation)ALLY · MNISTtest accuracyHelped
Set constraint tightness extremely high, such as 20 nats (ablation)ALLY · STL-10 and MNISTinformativeness of dual-variable scores: 20 natsHurt
Set constraint tightness to a large value, such as 2 nats (ablation)ALLY · STL-10 and MNISToutlier detection: 2 natsHelped

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