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Research map / Learning theory and algorithms / Clustering

Power k-Means Clustering

ICML 2019 · Learning theory and algorithms › Clustering · approach: k-means++ seeding analysis · 38 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace Lloyd's algorithm with power k-means (annealing from s0 toward -infinity via MM)k-means clustering · Simulated, k=50, d=2 to 200Root k-means quality ratioHelped
Replace Lloyd's algorithm with power k-meansk-means clustering · Simulated, d=200Variation of information: 0.183 to 0.026 (s0=-3)Helped
Replace KHM (s=-1) with power k-meansk-means clustering · Simulated, d=2 to 200Root k-means quality ratioHelped
Initial power s0 set to -18 (rather than -3) for power k-means (ablation)power k-means · Simulated, d=200Root k-means quality ratio: 1.203 vs 1.059 at s0=-3Hurt
Initial power s0 set to a very low value (-18 or -9) instead of moderate values, so behavior resembles Lloyd's more (ablation)power k-means · Simulated, d=2 to 200Root k-means quality ratioMixed
Use power k-means on protein expression data instead of k-means++ seedingk-means clustering of protein data · Protein expression, control and trisomic miceQuantization error: 0.592 to 0.570 (control); 0.718 to 0.693 (trisomic)Helped
Power k-means used with k-means++ seeding (complementary to seeding)power k-means · Simulated and real dataClustering qualityHelped

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