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Research map / Learning theory and algorithms / Clustering

Multilevel Clustering via Wasserstein Means

ICML 2017 · Learning theory and algorithms › Clustering · approach: Clustering approximation algorithms · 85 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use MWMS instead of the strongest baseline, K-meansLabelMe image clustering · LabelMeNMI: 0.349 -> 0.391Helped
Use MWMS instead of the strongest baseline, K-meansLabelMe image clustering · LabelMeARI: 0.237 -> 0.284Helped
Use MWMS instead of the strongest baseline, K-meansLabelMe image clustering · LabelMeAMI: 0.324 -> 0.368Helped
Use MWMS instead of the fastest baseline, K-meansLabelMe image clustering · LabelMeTime (s): 0.3 -> 544Hurt
Use MWM instead of the strongest baseline, K-meansLabelMe image clustering · LabelMeNMI: 0.349 -> 0.373Helped
Use MWM instead of the strongest baseline, K-meansLabelMe image clustering · LabelMeARI: 0.237 -> 0.263Helped
Use MWM instead of the strongest baseline, K-meansLabelMe image clustering · LabelMeAMI: 0.324 -> 0.352Helped
Use MWM instead of the fastest baseline, K-meansLabelMe image clustering · LabelMeTime (s): 0.3 -> 332Hurt
Use Wasserstein multilevel clustering instead of three-stage K-meansSynthetic data with no sharing and constant variance · Synthetic data, no constraint and constant varianceWasserstein distance to truthHurt
Use MWM or MWMS instead of three-stage K-meansSynthetic data with non-constant variance or shared local structure · Synthetic data, non-constant variance or local constraintWasserstein distance to truthHelped

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