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Research map / Learning theory and algorithms / Clustering

Greedy Sampling for Approximate Clustering in the Presence of Outliers

NeurIPS 2019 · Learning theory and algorithms › Clustering · approach: k-means++ seeding analysis · 12 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
use thresholded distance sampling (T-kmeans++) instead of k-means++k-means++ · NIPS (k=10,20,30)outlier recall: 0.939 -> 0.973 (k=20)Helped
use thresholded distance sampling (T-kmeans++) instead of k-means++k-means++ · Skin (k=10,20,30)outlier recall: 0.642 -> 0.690 (k=20)Helped
use thresholded distance sampling (T-kmeans++) instead of k-means++k-means++ · MNIST (k=10,20,30)outlier recall: 0.982 -> 0.989 (k=20)Helped
use thresholded distance sampling (T-kmeans++) instead of k-means++k-means++ · NIPS (k=10,20,30)k-means objective: 4173211 -> 4167724 (k=10); 4046443 -> 4112852 (k=20)Mixed
use thresholded distance sampling (T-kmeans++) instead of k-means++k-means++ · MNIST (k=10,20,30)k-means objective: 1.546 ×108 -> 1.513 ×108 (k=10)Helped
use thresholded distance sampling (T-kmeans++) instead of k-means++k-means++ · Skin (k=10,20,30)k-means objective: 7726552 -> 7439527 (k=10)Mixed
use far-point uniform sampling (Algorithm 1) instead of Gonzalez or randomGonzalez · synthetic Gaussian mixture, k=20, z=100cluster recall: perfect recall at about k'=23 centersHelped
use thresholded distance sampling (T-kmeans++) instead of k-means++k-means++ · synthetic, k=20, z=2000cluster recallHelped

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